38
EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | Page COURSE TITLE: EP-M4 Foundation Mathematics 2 (MA30102) COURSE DESCRIPTION: Students and guardians should know that this course seeks to follow the Thai Curriculum, covering much of the M4 Mathematics material, in order to build a strong foundation for the university entrance exam. COURSE OBJECTIVES: We seek to provide our students with the mathematical skills they will need to compete within ASEAN and in the wider global market . Thus, although the topics of this course are drawn from the Thai national curriculum, the students will be presented with many practice questions originating from past UK and USA examination papers . By the end of this course, you will have practiced the skills to successfully answer questions on: Relations: Ordered Pairs, Graphs, Domains & Ranges, Inverses Functions: Identifying Functions, Algebra of Functions, Composites & Inverses Trigonometric Ratios: Basic Ratios, Problem Solving In keeping with our goal to give our students the mathematical skills they need to compete internationally, ICT (Information and Computing technology) will be incorporated into our mathematics classroom. Tablet applications, animations, and desktop graphing software will be used to deepen understanding and allow exploration of ideas . HOW TO GET A TOP GRADE: Students and their guardians should read the following two sections entitled Student Behaviour and Grading Policy, to ensure that they get a top grade. These two sections present the rubrics that will be used to judge the attainment of each student, to ensure fairness and transparency. Students who are attentive in class, and diligently answer all the questions on this course, will accumulate the marks to get a high grade.

EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

  • Upload
    others

  • View
    4

  • Download
    0

Embed Size (px)

Citation preview

Page 1: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Foundation Mathematics 2 (MA30102)

Teacher: Mr Simon Tracz

1 | P a g e

COURSE TITLE: EP-M4 Foundation Mathematics 2 (MA30102)

COURSE DESCRIPTION:

Students and guardians should know that this course seeks to follow the Thai Curriculum,

covering much of the M4 Mathematics material, in order to build a strong foundation for the

university entrance exam.

COURSE OBJECTIVES:

We seek to provide our students with the mathematical skills they will need to compete within

ASEAN and in the wider global market. Thus, although the topics of this course are drawn from

the Thai national curriculum, the students will be presented with many practice questions

originating from past UK and USA examination papers.

By the end of this course, you will have practiced the skills to successfully answer questions on:

Relations: Ordered Pairs, Graphs, Domains & Ranges, Inverses

Functions: Identifying Functions, Algebra of Functions, Composites & Inverses

Trigonometric Ratios: Basic Ratios, Problem Solving

In keeping with our goal to give our students the mathematical skills they need to compete

internationally, ICT (Information and Computing technology) will be incorporated into our

mathematics classroom. Tablet applications, animations, and desktop graphing software will be

used to deepen understanding and allow exploration of ideas.

HOW TO GET A TOP GRADE:

Students and their guardians should read the following two sections entitled Student Behaviour

and Grading Policy, to ensure that they get a top grade.

These two sections present the rubrics that will be used to judge the attainment of each student,

to ensure fairness and transparency.

Students who are attentive in class, and diligently answer all the questions on this course, will

accumulate the marks to get a high grade.

Page 2: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Foundation Mathematics 2 (MA30102)

Teacher: Mr Simon Tracz

2 | P a g e

STUDENT BEHAVIOUR

Student behaviour is important for two reasons.

1. Good behaviour is associated with attentive students who develop skills, therefore

this is what is expected from all students in our classroom. In contrast, students who

are disruptive and inattentive don’t normally develop their skills to an international

level.

2. Ten percent of this course’s grade is based on behaviour, following school policy.

This policy is meant to encourage students to be attentive and good learners.

The behaviour of students will be assessed in a way that is transparent to the students and their

guardians. Each student is given a copy of the following rubric which clearly shows behaviours

that students should try to avoid. The rubric is designed to encourage students to be prepared to

learn and actively participate in learning.

Please note:

1. Copying other student’s work is a part of this rubric, since students who copy typically

do not perform well on our summative exams.

2. Phones are not to be used in our mathematics class.

Experience shows that phones distract students from active participation in learning.

Students who exhibit these undesirable behaviours will

a) Receive an initial, polite, cheerful warning,

b) Receive a quarter point deduction from the behavioural component of their

grade, if they continue with the behaviour. This deduction is small and fair.

Not Prepared S Slow to be Seated L Late for Class F Forgotten Folder/Pens

Not Learning C Copying Answers T Too Talkative W Walking Around A Almost No Work Done

Breaking The Rules P Phone H Head on the Table O Doing Other Work D Damage/Danger

Behaviour …

Page 3: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Foundation Mathematics 2 (MA30102)

Teacher: Mr Simon Tracz

3 | P a g e

GRADING POLICY:

The emphasis of our mathematics class will be about developing mathematical skills and

mathematical knowledge. The course will therefore be graded in a way that records the

achievements of our students in these areas.

To help student and their guardian know exactly what is required to get a top grade in this

course, all students will be issued with the following rubric.

This rubric seeks to encourage the students to practice and develop their mathematical skills and

knowledge. It puts the emphasis on recording their steps, giving reasons, and using standard

notations; in general we want to encourage students to present their thoughts on paper clearly in

a standard way.

Due dates

Students will be given one week’s notice of due dates; the days will be clearly displayed on their

classroom whiteboard.

Late work

Students and their guardians should note that work handed in late, without reason, will be

deducted according to the number of days late and should not receive the credit as those

students were diligent being on time. This policy seeks to be fair to all students and is clearly

marked on the rubric that accompanies all works.

How to get a top grade

Show (S)teps 0 1 2 3 (R)easons

Use (F)ormula 0 1 2 3 (N)otation (U)nits

Clear (H)andwriting 0 1 2 3 (D)rawing (L)abelling (L)abelling

How to lose points

Not (C)omplete - questions (T)imely - days

Page 4: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Foundation Mathematics 2 (MA30102)

Teacher: Mr Simon Tracz

4 | P a g e

HOMEWORK POLICY:

Each of our lessons will have an accompanying mathematics activity sheet. The activity sheet

will typically contain more questions than can be answered during our 50 minute study periods.

Therefore, each student will need to work diligently and responsibly to complete their work at

home.

Guardians should know that students will have three activities sheets per week to complete at

home. Their children should spend from one to two hours per week at home completing these

sheets and reviewing their content.

The due dates will be announced one week in advance, as detailed in the section entitled Grading

Policy.

MATERIALS NEEDED:

On the first day of the course, each student is given a folder to organize their activity sheets.

They need to bring the folder to every lesson. The same pens, pencils and rulers that are required

for other subjects, are also required for mathematics.

Each lesson our students will receive a new activity sheet or be asked to take their own notes.

Calculators

Calculators are not allowed in class. This is because the policy of the school is not to allow their

use at examination time; therefore, it is better that our students practice without them.

Page 5: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Supplemental Mathematics 2 (MA30202)

Teacher: Mr Hugh Pollock

1 | P a g e

COURSE TITLE: EP-M4 Supplemental Mathematics 2

COURSE DESCRIPTION:

Students and guardians should know that this course seeks to follow Thai curriculum, covering

all the mathematics materials necessary to pass the Thai National Examinations, at the M4 level.

COURSE OBJECTIVES:

We seek to provide our students with the mathematical skills they will need to compete within

ASEAN and within the wider global market. Thus, although the topics of this course are drawn

from the Thai National Curriculum, the students will be presented with many questions taken

from international examination papers. Both the UK and the USA past examination papers will

provide many of the practice mathematics questions given to students each week.

By the end of this course, you will have practiced the skills to successfully answer questions on:

Matrices: - Adding

- Subtracting

- Multiplication

- Finding the determinant of 2x2 matrix and 3x3 matrix

- Finding inverse

- Solving simultaneous equations

- Cramer’s rule

Analytic Geometry:

- Slope of a line

- Distance between 2 points

- Midpoint between 2 points

- Parallel/perpendicular lines

- Conics ( parabolas, circles, ellipses, hyperbolas)

In keeping with our goal to give our students the mathematical skills they need to compete

internationally.

HOW TO GET A TOP GRADE:

Students and their guardians should read the following two sections entitled Student Behaviour

and Grading Policy, to ensure that they get a top grade.

These two sections present the rubrics that will be used to judge the attainment of each student,

to ensure fairness and transparency.

Students who are attentive in class, and diligently answer all the questions on this courses

activity sheets, will accumulate the marks to get a high grade.

Page 6: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Supplemental Mathematics 2 (MA30202)

Teacher: Mr Hugh Pollock

2 | P a g e

STUDENT BEHAVIOUR

Student behaviour is important for two reasons.

1. Good behaviour is associated with attentive students who develop skills, therefore

this is what is expected from all students in our classroom. In contrast students who

are disruptive, are normally inattentive and don’t develop the skills offered on the

course.

2. Ten percent of this course’s grade is based on behaviour, following school policy.

This policy is meant to encourage students to be attentive and good learners.

Please note:

1. Copy other student’s work is a part of this rubric, since students who copy typically do

not perform well at exam time.

2. Phones are not allowed to be used in our mathematics class.

Experience shows that phones distract students from active participation in learning.

Students who exhibit these undesirable behaviours will

a) Receive an initial, polite, cheerful warning,

b) Receive a quarter point deduction from the behavioural component of their

grade, if they continue with the behaviour. This deduction is small and fair.

GRADING POLICY:

The emphasis of our mathematics class will be about developing mathematical skills, and

mathematical knowledge. The course will therefore be graded in a way that records the

achievements of our students in these areas.

To help student and their guardian know exactly what is required to get a top grade in this

course, please see the following rubric.

Quiz 20%

Homework (-4 points for late works) 10%

Notebook 15%

Behavior 15%

Midterm (Summative) Exam 20%

Final Exam 20%

Due dates

Students will be given one week’s notice of due dates; the days will be clearly displayed on their

classroom whiteboard.

Late work

Students and their guardians should note that work handed in late or without reason, will be

penalised and should not receive the credit as those students were diligent being on time.

Page 7: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Supplemental Mathematics 2 (MA30202)

Teacher: Mr Hugh Pollock

3 | P a g e

HOMEWORK POLICY:

Each lesson, students will be given a task to do. The task will typically contain more questions

than can be answered during our 50 minute study periods. Therefore, each student will need to

work diligently and responsibly to complete their work at home

MATERIALS NEEDED:

Students need to bring there notebooks to every lesson. The same pens, pencils and rulers that

are required for other subjects, are also required for mathematics.

Calculators

Calculators are not allowed in class. This is because the policy of the school is not to allow their

use at examination time; it is therefore better that our students practice without them.

Page 8: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30241 Biology 1

Course Description

This course is a continuation of SC30103, which is an introductory course in biology. We are

focus on biodiversity and biochemistry. The topics covered follow the Miller and Levine

biology textbook. Critical thinking and problem-solving skills are focused on throughout the

course. The course is a prerequisite to SC30242 Biology 2.

Textbook

Biology, Miller and Levine 2010

ISBN-13: 978-0-13-361465-7; ISBN-10: 0-13-361465-4

Course Outline & Objectives

Chapter 22: Introduction to Plants

22.1 What is a Plant?

What do plants need to survive?

How did plants adapt to life on land?

What feature defines most plant cycles?

22.2 Seedless Plants.

What are the characteristics of green algae?

What factors limit the size of bryophytes?

How is vascular tissue important?

22.3 Seed Plants

What adaptations allow seed plants to reproduce

without open water?

How gymnosperms reproduce.

22.4 Flowering Plants

What are the key features of angiosperm

reproduction?

How are different angiosperms categorized?

Teacher Mr. Simon James Bower

Contact EP Teacher Room, 2nd

Floor Colombet Bldg.

Class Time EP-M4/1: Tue, period 7 and Wed, period 1 and 2

EP-M4/2: Mon, period 2 and 3 and Thu, period 5 (usually cancelled due to

military training)

Credits 1.5

Page 9: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30241 Biology 1

Chapter 25: Introduction to Animals

25.1 What is an Animal?

What characteristics do all animals share?

What characteristics distinguish between

invertebrates and chordates?

What essential functions must animals perform to

survive?

25.2 Animal Body Plans and Evolution

What are some features of animal body plans?

How are animal phyla defined?

Chapter 2: The Chemistry of Life

2.1 The Nature of Matter

What three sub-atomic particles make up matter?

How are all of the isotopes of an element similar?

In what ways do compounds differ from their

component elements?

What are the main types of chemical bonds?

2.2 Properties of Water

How does the structure of water contribute to its

unique properties?

How does water’s polarity influence its properties

as a solvent?

Why is it important for cells to buffer against rapid

changes in pH?

2.3 Carbon Compounds

What elements does carbon bod with to make up

life’s molecules?

What are the functions of each of the four groups

of macromolecules?

2.4 Chemical Reactions and Enzymes

What happens to chemical bonds during chemical

reactions?

How do energy changes affect whether a chemical

reaction will occur?

What role do enzymes play in living things and

what affects their function?

Page 10: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30241 Biology 1

Chapter 30: Digestive and Excretory Systems

30.1 Organization of the Human Body

How is the human body organized?

What is homeostasis?

30.2 Food and Nutrition

Why do we need to eat?

What nutrients does your body need?

What is meant by the term “balanced diet”?

30.3 The Digestive System

What are the functions of the digestive system?

What occurs during digestion?

How are nutrients absorbed and waste eliminated?

Resources

Required White notebook

Miller and Levine Biology textbook

Suggested Many different colored pens/markers/highlighters

Electronic Thai-English translator (not a phone-based

application)

Academic Integrity Policy

Students are expected to adhere to the Assumption College Student Handbook. There is to be

no plagiarism, no copying, and no cheating of any kind. These and any other acts of

academic dishonestly lower the quality of the education and will not be tolerated. Students

involved in any form of academic dishonesty, including any student supplying or allowing

the copying to take place, will receive a zero.

Plagiarism is the act of taking someone else's work or ideas and passing them off as one's

own work or ideas. Examples of plagiarism include the failure to give appropriate

acknowledgement when repeating another’s idea, phrase, sentence or paragraph, or failure to

give appropriate acknowledgement when paraphrasing any of those.

Behavioral Expectations

For the sake of all the members of the class, students are expected to respect themselves, their

classmates, the teacher, and the facilities. Students must accept responsibility for themselves

and their actions. Students are expected to be ready at the start of every class and to actively

participate throughout the lesson until class is dismissed.

Attendance & Tardiness

Students are expected to be in class on-time, every time. Unexcused absences or tardiness

will not be tolerated. In the case of planned absences, please notify the teacher in as far in

Page 11: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30241 Biology 1

advance as possible. Students are expected to catch up on all missed work outside of class

time.

Homework & Classwork

Homework and classwork will be assigned and must be submitted on the due date. Late

assignments can be submitted for a maximum of 50% up until the last week of the term. All

late or missed assignments that are not turned in before the last week of the term will receive

a zero.

Grading

This course follows to the Assumption College grading scale:

Final Score ≥ 80% 4.0

75% ≤ Final Score < 80% 3.5

70% ≤ Final Score < 75% 3.0

65% ≤ Final Score < 70% 2.5

60% ≤ Final Score < 65% 2.0

55% ≤ Final Score < 60% 1.5

50% ≤ Final Score < 55% 1.0

Final Score < 50% 0.0

Evaluation and Assessment

The final semester grade for this course out of 100% is broken down as follows:

Homework 10%

Quiz 15%

Notebook 10%

Assignments and Projects 10%

Behavior 15% (program mandated)

Midterm (Summative) Exam 20% (program mandated)

Final Exam 20% (program mandated)

Recommendations for Success

All students are encouraged to try the following:

1. Complete all the reading assignments from the textbook. Do not just skip to the

assigned questions. You may need to read the material multiple times to understand.

2. Search online, in either Thai or English, if you don’t understand a topic discussed in

class or simply to get a better understanding of the topic.

3. Do not copy your classmates work; struggle through and do the work on your own!

4. Come see the teacher outside of class time for assistance.

5. Do more than just the bare minimum; there are plenty of problems in the textbook.

Do the review questions at the end of the chapter and see the teacher for the answers.

6. Study the notes and vocabulary at least a few minutes every day, such as in

homeroom or during any free time you might have in other classes.

Page 12: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30221 Chemistry 1

Course Description

This course focuses on introductory chemistry topics and is a continuation from SC30102

Foundation Chemistry. Building from the fundamentals of semester one, the course

introduces and covers the basics of the quantum mechanical model of the atom, atomic

emission spectra, ionic bonding, covalent bonding, metallic bonding, chemical names and

formulas. Chemistry 1 is 1.5 credits and therefore consists of three periods per week. The

lectures will highlight historical people and events related to chemistry, provide relevant

examples of the application of chemistry principles in everyday life, and give students the

opportunity to have practice solving chemical problems. Demonstrations and laboratory

sessions will allow students to learn basic laboratory techniques, lab safety, and get a hands-

on experience of chemistry theory learned in the lectures. As with many courses within EP,

critical thinking skills are emphasized over those of rote learning. The course will follow the

content of the latest version of the American high school textbook, Pearson Chemistry. Also,

it is a prerequisite to SC30222 Chemistry 2.

Textbook

Chemistry, Pearson (2012), by Wilbraham, Staley, Matta, and Waterman

Chemistry Reading and Study Workbook, Pearson (2012)

Course Outline & Objectives

Chapter 5: Electrons in Atoms

Section 1: Revising the Atomic Model pg 128-132

(Review Topic) Describe what Bohr proposed in his model of the atom.

Describe what the quantum mechanical model determines about the

electrons in an atom.

Explain how sublevels of principal energy levels differ.

Section 2: Electron Arrangement in Atoms pg 134-137

Describe and apply three rules for writing the electron configuration of

elements.

Section 3: Atomic Emission Spectra and Quantum Mechanical Model pg 138-148

Explain what causes atomic emission spectra.

Explain how the frequencies of light emitted by an atom is related to

changes of electron energy.

Distinguish between quantum mechanics and classical mechanics.

Teacher Mr. Michael Nguyen (Mr. Michael)

Contact EP Teacher Room, 2nd

Floor Colombet Bldg.

[email protected]

Website https://sites.google.com/site/EpacChemistry/

Class Time EP-M4/1: Thursday, period 5; Friday, period 3-4

EP-M4/2: Monday period 7; Tuesday, period 2-3

Credits 1.5

Page 13: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30221 Chemistry 1

Chapter 7: Ionic and Metallic Bonding

Section 1: Ions pg 194-199

Determine the number of valence electrons in an atom of a representative

element.

Identify the atoms of elements that tend to lose and tend to gain electrons.

Describe how cations form.

Explain how anions form.

Section 2: Ionic Bonds and Ionic Compounds pg 201-207

Explain the electrical charge of an ionic compound.

Describe three properties of ionic compounds.

Section 3: Bonding in Metals pg 209-212

Model the valence electrons of metal atoms.

Describe the arrangement of atoms in a metal.

Explain the importance of alloys.

Chapter 8: Covalent Bonding

Section 1: Molecular Compounds pg 222-225

Identify the information a molecular formula provides.

Describe the representative units that define molecular compounds and

ionic compounds.

Section 2: The Nature of Covalent Bonding pg 226-238

Explain the results of electron sharing in covalent bonds.

Describe how coordinate covalent bonds are different from other covalent

bonds.

Identify some exceptions to the octet rule.

Explain how the strength of a covalent bond is related to its bond

dissociation energy.

Describe how resonance structures are used.

Section 3: Bonding Theories pg 240-246

Describe the relationship between atomic and molecular orbitals.

Describe how VSEPR theory (Valence Shell Electron Pair Repulsion)

helps predict the shapes of molecules.

Identify the ways in which orbital hybridization is useful in describing

molecules.

Section 4: Polar Bonds and Molecules pg 247-253

Describe how electronegativity values determine the charge distribution in a

polar molecule.

Evaluate the strengths of intermolecular attractions compared with the

strengths of ionic and covalent bonds.

Explain why the properties of covalent compounds are so diverse.

Page 14: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30221 Chemistry 1

Chapter 9: Chemical Names and Formulas

Section 1: Naming Ions pg 264-269

Explain how to determine the charges of monoatomic ions.

Explain how polyatomic ions differ from and are similar to monatomic

ions.

Section 2: Naming and Writing for Ionic Compounds pg 271-279

Apply the rules for naming and writing formulas for binary ionic

compounds.

Apply the rules for naming and writing formulas for compounds with

polyatomic ions.

Section 3: Naming and Writing Formulas for Molecular Compounds pg 280-283

Apply the rules for naming and writing the formulas for binary molecular

compounds.

Section 4: Naming and Writing Formulas for Acids and Bases pg 285-288

Determine the name and formula of an acid.

Determine the name and formula of a base.

Section 5: The Laws Governing How Compounds Form pg 289-294

Explain how the law of definite proportions is consistent with Dalton’s

atomic theory.

List the general guidelines that can help you write the name and formula of

a chemical compound.

Resources

Required Notebook

Scientific calculator (not a phone-based application)

Ruler

Suggested Many different colored pens/markers/highlighters

Electronic Thai-English translator (not a phone-based

application)

A Matayom-level Chemistry practice book in Thai

Academic Integrity Policy

Students are expected to adhere to the Assumption College Student Handbook. There is to be

no plagiarism, no copying, and no cheating of any kind. These and any other acts of

academic dishonesty lower the quality of the education and will not be tolerated. Students

involved in any form of academic dishonesty, including any student supplying or allowing

the copying to take place, will receive a zero.

Plagiarism is the act of taking someone else's work or ideas and passing them off as one's

own work or ideas. Examples of plagiarism include the failure to give appropriate

acknowledgement when repeating another’s idea, phrase, sentence or paragraph, or failure to

give appropriate acknowledgement when paraphrasing any of those.

Page 15: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30221 Chemistry 1

Behavioral Expectations

For the sake of all the members of the class, students are expected to respect themselves, their

classmates, the teacher, and the facilities. Students must accept responsibility for themselves

and their actions. Students are expected to be ready at the start of every class

(notebook/folder, textbook, scientific calculator, ruler, writing utensils, etc.) and to actively

participate throughout the lesson until class is dismissed.

A behavior score (out of 5 points) is taken every day. At the end of the semester the average

is taken and used for the student’s behavior score (15%). Students earn the scores they

receive.

Attendance & Tardiness

Attendance will be taken at the start of every class. Students are expected to be in class on-

time, every time. Unexcused absences or tardiness will not be tolerated. In the case of

planned absences, please notify the teacher in as far in advance as possible. Students are

expected to catch up on all missed work outside of class time.

Homework & Classwork

Homework and classwork will be assigned often and must be submitted on or before the due

date. Late assignments can be submitted for a maximum of 50% up until the last week of the

term. All late or missed assignments that are not turned in before the last week of the term

will receive a zero.

Grading

This course follows to the Assumption College grading scale:

Final Score ≥ 80% 4.0

75% ≤ Final Score < 80% 3.5

70% ≤ Final Score < 75% 3.0

65% ≤ Final Score < 70% 2.5

60% ≤ Final Score < 65% 2.0

55% ≤ Final Score < 60% 1.5

50% ≤ Final Score < 55% 1.0

Final Score < 50% 0.0

Page 16: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30221 Chemistry 1

Evaluation and Assessment

The final semester grade for this course out of 100% is broken down as follows:

Quiz 20%

Homework/Classwork 10%

Lab 10%

Notebook (Chemistry Folder) 5%

Behavior 15% (program mandated)

Midterm (Summative) Exam 20% (program mandated)

Final Exam 20% (program mandated)

Recommendations for Success

Chemistry can be a difficult course for many students. All students are encouraged to try the

following:

1. Read, read, read the textbook. Oftentimes, reading the text once is not enough even

for native English speakers. You may need to read the material multiple times to

understand. By reading along at home with the lessons taught at school (typically

only a few pages per night), students will be able to responsibly manage the material

and gain the most from the course.

2. Search online, in either Thai or English, if you don’t understand a topic discussed in

class or simply to get a better understanding of the topic.

3. Get a Thai language introductory Chemistry book.

4. Get a Chemistry tutor. The tutor should be helping you learn, not doing the work for

you!

5. Do not copy your classmates work; struggle through and do the work on your own!

This is how you learn!

6. Come see the teacher outside of class time for assistance.

7. Do more than just the bare minimum; there are plenty of problems in the textbook.

We only have time for so many of them. Do the review questions at the end of the

chapter and see the teacher for the answers.

8. Study the notes and vocabulary at least a few minutes every day, such as in

homeroom or during any free time you might have in other classes.

Page 17: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30201 Physics 1

Course Description

This physics course focuses on classical mechanics and is a continuation from SC30101

Foundation Physics. Building off the fundamentals of semester one, the course reviews

Newton’s laws and everyday forces, work and energy and introduces momentum and

collisions, circular motion and gravitation, vibrations and waves, sound, and light. Physics 1

is 2.0 credits and therefore consists of four periods per week. The course offers both a

conceptual foundation and an algebra-based presentation of physics. As with many courses

within EP, critical thinking skills are emphasized over those of rote learning. The course will

closely follow the order and content of the latest version of the American high school

textbook, Holt Physics. The course is prerequisite to SC30202 Physics 2.

Textbook

Physics, Holt McDougal 2012

ISBN-13: 978-0-547-58669-4; ISBN-10: 0-547-58669-8

Course Outline & Objectives

Chapter 4: Forces and the Laws of Motion

Section 1: Changes in Motion

(Review Topic) Describe how force affects the motion of an object.

Interpret and construct free-body diagrams.

Section 2: Newton’s First Law

Explain the relationship between the motion of an object and the net

external force acting on the object.

Determine the net external force on an object.

Calculate the force required to bring an object into equilibrium.

Section 3: Newton’s Second and Third Laws

Describe an object’s acceleration in terms of its mass and the net force

acting on it.

Predict the direction and magnitude of the acceleration caused by a known

net force.

Identify action-reaction pairs.

Section 4: Everyday Forces

Explain the difference between mass and weight.

Teacher Mr. Stephen Dobosh (Mr. Steve)

Contact EP Teacher Room, 2nd

Floor Colombet Bldg.

[email protected]

Website https://sites.google.com/site/epm4physics/

Class Time EP-M4/1: Mon, period 5; Tue, period 1-2; Thu, period 3

EP-M4/2: Tue, period 6; Wed, period 3-4; Fri, period 4

Credits 2.0

Page 18: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30201 Physics 1

Find the direction and magnitude of normal forces.

Describe air resistance as a form of friction.

Use coefficients of friction to calculate frictional forces.

Chapter 5: Work and Energy

Section 1: Work

Recognize the difference between the scientific and ordinary definitions of

work.

Define work by relating it to force and displacement.

Identify where work is being performed in a variety of situations.

Calculate the net work done when many forces are applied to an object.

Section 2: Energy

Identify several forms of energy.

Calculate kinetic energy for an object.

Apply the work-kinetic energy theorem to solve problems.

Distinguish between kinetic and potential energy.

Classify different types of potential energy.

Calculate the potential energy associated with an object’s position.

Section 3: Conservation of Energy

Identify situations in which conservation of mechanical energy is valid.

Recognize the forms that conserved energy can take.

Solve problems using conservation of mechanical energy.

Section 4: Power

Relate the concepts of energy, time and power.

Calculate power in two different ways.

Explain the effect of machines on work and power.

Chapter 6: Momentum and Collisions

Section 1: Momentum and Impulse

Compare the momentum of different moving objects.

Compare the momentum of the same object moving with different

velocities.

Identify examples of change in the momentum of an object.

Describe changes in momentum in terms of force and time.

Section 2: Conservation of Momentum

Describe the interaction between two objects in terms of the change in

momentum of each object.

Compare the total momentum of two objects before and after they interact.

State the law of conservation of momentum.

Predict the final velocities of objects after collisions, given the initial

velocities.

Section 3: Elastic and Inelastic Collisions

Identify different types of collisions.

Page 19: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30201 Physics 1

Determine the changes in kinetic energy during perfectly inelastic

collisions.

Compare conservation of momentum and conservation of kinetic energy in

perfectly inelastic and elastic collisions.

Find the final velocity of an object in perfectly inelastic and elastic

collisions.

Chapter 7: Circular Motion and Gravitation

Section 1: Circular Motion

Solve problems involving centripetal acceleration.

Solve problems involving centripetal force.

Explain how the apparent existence of an outward force in circular motion

can be explained as inertia resisting the centripetal force.

(Supplemental) Determine the contributing forces to the centripetal force.

(Supplemental) Draw free-body diagrams of objects undergoing circular

motion.

(Supplemental) Describe the requirements for a vehicle negotiating a

banked turned under various scenarios, e.g. lack of friction, varying

velocities, etc.

Section 2: Newton’s Law of Universal Gravitation

Explain how Newton’s law of universal gravitation accounts for various

phenomena, including satellite and planetary orbits, falling objects, and the

tides.

Apply Newton’s law of universal gravitation to solve problems.

Section 3: Motion in Space

Describe Kepler’s laws of planetary motion.

Relate Newton’s mathematical analysis of gravitational force to the

elliptical planetary orbits proposed by Kepler.

Solve problems involving orbital speed and period.

Section 4: Torque and Simple Machines

Distinguish between torque and force.

Calculate the magnitude of a torque on an object.

(Review topic from EP 3) Identify the six types of simple machines.

(Review topic from EP 3) Calculate the mechanical advantage of a simple

machine.

Chapter 11: Vibrations and Waves

Section 1: Simple Harmonic Motion

Identify the conditions of simple harmonic motion.

Explain how force, velocity, and acceleration change as an object vibrates

with simple harmonic motion.

Calculate the spring force with Hooke’s law.

Section 2: Measuring Simple Harmonic Motion

Page 20: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30201 Physics 1

Identify the amplitude of vibration.

Recognize the relationship between period and frequency.

Calculate the period and frequency of an object vibrating with simple

harmonic motion.

Section 3: Properties of Waves

Distinguish local particle vibrations from overall wave motion.

Differentiate between pulse waves and periodic waves.

Interpret waveforms of transverse and longitudinal waves.

Apply the relationship among wave speed, frequency, and wavelength to

solve problems.

Relate energy and amplitude.

Section 4: Wave Interactions

Apply the superposition principle.

Differentiate between constructive and destructive interference.

Predict when a reflected wave will be inverted.

Predict whether specific traveling waves will produce a standing wave.

Identify nodes and antinodes of a standing wave.

Chapter 12: Sound (time permitting)

Section 1: Sound Waves

Explain how sound waves are produced

Relate frequency to pitch.

Compare the speed of sound in various media.

Relate plane waves to spherical waves.

Recognize the Doppler effect, and determine the direction of a frequency

shift when there is relative motion between a source and an observer.

Chapter 13: Light and Reflection (time permitting)

Section 1: Characteristics of Light

Identify the components of the electromagnetic spectrum.

Calculate the frequency or wavelength of electromagnetic radiation.

Recognize that light has a finite speed.

Describe how the brightness of a light source is affected by distance.

Resources

Required At least 3 notebooks (2 white, 1 pink)

Scientific calculator (not a phone-based application)

Ruler

Suggested Many different colored pens/markers/highlighters

Electronic Thai-English translator (not a phone-based

application)

A Matayom-level physics practice book in Thai

Page 21: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30201 Physics 1

Academic Integrity Policy

Students are expected to adhere to the Assumption College student handbook. There is to be

no plagiarism, no copying, and no cheating of any kind. These and any other acts of

academic dishonesty lower the quality of the education and will not be tolerated. Students

involved in any form of academic dishonesty, including any student supplying or allowing

the copying to take place, will receive a zero.

Plagiarism is the act of taking someone else's work or ideas and passing them off as one's

own work or ideas. Examples of plagiarism include the failure to give appropriate

acknowledgement when repeating another’s idea, phrase, sentence or paragraph, or failure to

give appropriate acknowledgement when paraphrasing any of those.

Behavioral Expectations

For the sake of all the members of the class, students are expected to respect themselves, their

classmates, the teacher, and the facilities. Students must accept responsibility for themselves

and their actions. Students are expected to be ready at the start of every class (3 notebooks,

textbook, scientific calculator, ruler, writing utensils, etc.) and to actively participate

throughout the lesson until class is dismissed.

A behavior score (out of 5 points) is taken every day. At the end of the semester the average

is taken and used for the student’s behavior score (15%). Students earn the scores they

receive.

Attendance & Tardiness

Attendance will be taken at the start of every class. Students are expected to be in class on-

time, every time. Unexcused absences or tardiness will not be tolerated. In the case of

planned absences, please notify the teacher in as far in advance as possible. Students are

expected to catch up on all missed work outside of class time.

Homework & Classwork

Homework and classwork will be assigned often and must be submitted on or before the due

date. Late assignments can be submitted for a maximum of 50% up until the last week of the

term. All late or missed assignments that are not turned in before the last week of the term

will receive a zero.

Grading

This course follows to the Assumption College grading scale:

Final Score ≥ 80% 4.0

75% ≤ Final Score < 80% 3.5

70% ≤ Final Score < 75% 3.0

65% ≤ Final Score < 70% 2.5

60% ≤ Final Score < 65% 2.0

55% ≤ Final Score < 60% 1.5

50% ≤ Final Score < 55% 1.0

Final Score < 50% 0.0

Page 22: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30201 Physics 1

Evaluation and Assessment

The final semester grade for this course out of 100% is broken down as follows:

Quiz 20%

Homework/Classwork 12%

Project 8%

Notebook 5%

Behavior 15% (program mandated)

Midterm (Summative) Exam 20% (program mandated)

Final Exam 20% (program mandated)

Recommendations for Success

Physics can be a difficult course for many students. All students are encouraged to try the

following:

1. Read, read, read the Holt Physics textbook. Oftentimes, reading the text once is not

enough even for native English speakers. You may need to read the material multiple

times to understand. By reading along at home with the lessons taught at school

(typically only a few pages per night), students will be able to responsibly manage the

material and gain the most from the course.

2. Search online, in either Thai or English, if you don’t understand a topic discussed in

class or simply to get a better understanding of the topic.

3. Get a Thai language introductory physics book.

4. Get a math and/or physics tutor. The tutor should be helping you learn, not doing the

work for you!

5. Do not copy your classmates work; struggle through and do the work on your own!

This is how you learn!

6. Come see the teacher outside of class time for assistance.

7. Do more than just the bare minimum; there are plenty of problems in the textbook.

We only have time for so many of them. Do the review questions at the end of the

chapter and see the teacher for the answers.

8. Study the notes and vocabulary at least a few minutes every day, such as in

homeroom or during any free time you might have in other classes.

Page 23: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30101 Foundation Physics

Course Description

This introductory course to physics focuses on classical mechanics. Foundation Physics

opens with a review of the science of physics, examining the necessity of units in

measurements and covering common physics vocabulary terms. Subsequently, motion is

studied in one and then two dimensions. After the fundamentals of motion are laid, vector

addition and projectile motion are covered. The course offers both a conceptual foundation

and an algebra-based presentation of physics. As with many courses within EP, critical

thinking skills are emphasized over those of rote learning. The course will closely follow the

order and content of the latest version of the American high school textbook, Holt Physics.

The course is prerequisite to SC30201 Physics 1.

Textbook

Physics, Holt McDougal 2012

ISBN-13: 978-0-547-58669-4; ISBN-10: 0-547-58669-8

Course Outline & Objectives

Chapter 1: The Science of Physics

Section 1: What is Physics?

Identify activities and fields that involve the major areas within physics.

Describe the processes of the scientific method.

Describe the role of models and diagrams in physics.

Section 2: Measurements in Experiments

List basic SI units and the quantities they describe.

Convert measurements into scientific notation.

Distinguish between accuracy and precision.

Use significant figures in measurements and calculations.

Section 3: The Language of Physics

Interpret data in tables and graphs, and recognize equations that summarize

data.

Distinguish between conventions for abbreviating units and quantities.

Use dimensional analysis to check the validity of equations.

Perform order-of-magnitude calculations.

Teacher Mr. Stephen Dobosh (Mr. Steve)

Contact EP Teacher Room, 2nd

Floor Colombet Bldg.

[email protected]

Website https://sites.google.com/site/epm4physics/

Class Time EP-M4/3: Mon, period 1-2; Wed, period 1

Credits 1.5

Page 24: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30101 Foundation Physics

Chapter 2: Motion in One Dimension

Section 1: Displacement and Velocity

Describe motion in terms of frame of reference, displacement, time and

velocity.

Calculate the displacement of an object traveling at a known velocity for a

specific time interval.

Construct and interpret graphs of position versus time.

Section 2: Acceleration

Describe motion in terms of changing velocity.

Compare graphical representations of accelerated and non-accelerated

motions.

Apply kinematic equations to calculate distance, time, or velocity under

conditions of constant acceleration.

Section 3: Falling Objects

Relate the motion of a freely falling body to motion with constant

acceleration.

Calculate displacement, velocity, and time at various points in the motion of

a freely falling object.

Compare the motions of different objects in free fall.

Chapter 3: Two-Dimensional Motion and Vectors

Section 1: Introduction to Vectors

Distinguish between a scalar and a vector.

Add and subtract vectors by using the graphical method.

Multiply and divide vectors by scalars.

Section 2: Vector Operations

Identify appropriate coordinate systems for solving problems with vectors.

Apply the Pythagorean theorem and tangent function to calculate the

magnitude and direction of a resultant vector.

Resolve vectors into components using the sine and cosine functions.

Add vectors that are not perpendicular.

Section 3: Projectile Motion

Recognize examples of projectile motion.

Describe the path of a projectile as a parabola.

Resolve vectors into their components and apply the kinematic equations to

solve problems involving projectile motion.

Section 4: Relative Motion (Science-Math Track Only!)

Describe situations in terms of frame of reference.

Solve problems involving relative velocity.

Page 25: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30101 Foundation Physics

Chapter 4: Forces and the Laws of Motion

Section 1: Changes in Motion

Describe how force affects the motion of an object.

Interpret and construct free-body diagrams.

Section 2: Newton’s First Law (time permitting)

Explain the relationship between the motion of an object and the net

external force acting on the object.

Determine the net external force on an object.

Calculate the force required to bring an object into equilibrium.

Section 3: Newton’s Second and Third Laws (time permitting)

Describe an object’s acceleration in terms of its mass and the net force

acting on it.

Predict the direction and magnitude of the acceleration caused by a known

net force.

Identify action-reaction pairs.

Section 4: Everyday Forces (SC30201 Physics 1)

Resources

Required At least 2 notebooks (1 for note taking, 1 for

vocabulary & homework/classwork)

Scientific calculator (not a phone-based application)

Ruler

Suggested Many different colored pens/markers/highlighters

Electronic Thai-English translator (not a phone-based

application)

A Matayom-level physics practice book in Thai

Academic Integrity Policy

Students are expected to adhere to the Assumption College student handbook. There is to be

no plagiarism, no copying, and no cheating of any kind. These and any other acts of

academic dishonestly lower the quality of the education and will not be tolerated. Students

involved in any form of academic dishonesty, including any student supplying or allowing

the copying to take place, will receive a zero.

Plagiarism is the act of taking someone else's work or ideas and passing them off as one's

own work or ideas. Examples of plagiarism include the failure to give appropriate

acknowledgement when repeating another’s idea, phrase, sentence or paragraph, or failure to

give appropriate acknowledgement when paraphrasing any of those.

Page 26: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30101 Foundation Physics

Behavioral Expectations

For the sake of all the members of the class, students are expected to respect themselves, their

classmates, the teacher, and the facilities. Students must accept responsibility for themselves

and their actions. Students are expected to be ready at the start of every class (2 notebooks,

textbook, scientific calculator, writing utensils, etc.) and to actively participate throughout the

lesson until class is dismissed.

A behavior score (out of 5 points) is taken every day. At the end of the semester the average

is taken and used for the student’s behavior score (15%). Students earn the scores they

receive.

Attendance & Tardiness

Attendance will be taken at the start of every class. Students are expected to be in class on-

time, every time. Unexcused absences or tardiness will not be tolerated. In the case of

planned absences, please notify the teacher in as far in advance as possible. Students are

expected to catch up on all missed work outside of class time.

Homework & Classwork

Homework and classwork will be assigned often and must be submitted on or before the due

date. Late assignments can be submitted for a maximum of 50% up until the last week of the

term. All late or missed assignments that are not turned in before the last week of the term

will receive a zero.

Grading

This course follows to the Assumption College grading scale:

Final Score ≥ 80% 4.0

75% ≤ Final Score < 80% 3.5

70% ≤ Final Score < 75% 3.0

65% ≤ Final Score < 70% 2.5

60% ≤ Final Score < 65% 2.0

55% ≤ Final Score < 60% 1.5

50% ≤ Final Score < 55% 1.0

Final Score < 50% 0.0

Evaluation and Assessment

The final semester grade for this course out of 100% is broken down as follows:

Quiz 20%

Homework/Classwork 12%

Project 8%

Notebook 5%

Behavior 15% (program mandated)

Midterm (Summative) Exam 20% (program mandated)

Final Exam 20% (program mandated)

Page 27: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

THE ENGLISH PROGRAM AT ASSUMPTION COLLEGE

Science Department

Course Syllabus – Semester 2/2013

SC30101 Foundation Physics

Recommendations for Success

Physics can be a difficult course for many students. All students are encouraged to try the

following:

1. Read, read, read the Holt Physics textbook. Oftentimes, reading the text once is not

enough even for native English speakers. You may need to read the material multiple

times to understand. By reading along at home with the lessons taught at school

(typically only a few pages per night), students will be able to responsibly manage the

material and gain the most from the course.

2. Search online, in either Thai or English, if you don’t understand a topic discussed in

class or simply to get a better understanding of the topic.

3. Get a Thai language introductory physics book.

4. Get a math and/or physics tutor. The tutor should be helping you learn, not doing the

work for you!

5. Do not copy your classmates work; struggle through and do the work on your own!

This is how you learn!

6. Come see the teacher outside of class time for assistance.

7. Do more than just the bare minimum; there are plenty of problems in the textbook.

We only have time for so many of them. Do the review questions at the end of the

chapter and see the teacher for the answers.

8. Study the notes and vocabulary at least a few minutes every day, such as in

homeroom or during any free time you might have in other classes.

Page 28: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

ASSUMPTION COLLEGE

Semester 2/ 2013-2014 Teacher Mr. Daniel J. Clark (Mr. Daniel) Email: [email protected] EN30102 EP – 4/1, 4/2, 4/3

Foundation English 2

Course description: EP-M4 Foundation English will continue to explore the skill groups of reading, writing, speaking, and listening. Through a series of engaging and enriching lessons, using the selected course books and a myriad of additional materials, students will continue to strengthen their core knowledge of English. Course Objectives: The primary objective is to strengthen your already existing skills of English. We will be focused intensively on speaking, writing, critical thinking, and inter-personal communication. Small and large group discussions and individual presentations are a part of active learning. In-class research essays, vocabulary, grammar, participation, quizzes, tests, and projects make up the majority of your grade. By the end of this year, you will:

- Demonstrate and strengthen your ability to write formal essays/research papers. - Stronger speaking skills and comprehension, in addition to pronunciation and

articulation. - Fundamental grammar used in Business Writing - Strengthen your note-taking skills. - Compare/contrast/synthesize and analyze information. - Exercise critical thinking and communication skills in the formal and informal

settings.

Each day, you need to bring in the following:

Blue or Black ink pens Pencils. Thumb drive (2) Notebooks for note-taking.

Paperback English dictionary and/or thesaurus

Cutting Edge Student Book and Workbook

Page 29: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

COURSE POLICIES: Course policies are rules and guidelines our class follows, in addition to those established by Assumption College (All Assumption College’s rules and

expectations are enforced in Mr. Daniel’s classroom). These policies are consistently

enforced throughout the school year and are reviewed at the beginning of each quarter. Each student is expected to know, understand, and follow these policies

I. ATTENDANCE: Prompt daily attendance is expected. All students must be seated

in the classroom and prepared to learn at the start of class. Each tardy will cost you academic points and negatively influence your grade. Additionally, if a

student is known in advance of his up-coming absences, it is his responsibility to inform Mr. Daniel (before his planned absences), and he would need to be arranged for make-up or alternative works. Also, your classmate could help you, to collect materials and information if you are absent.

II. CLASSROOM BEHAVIOR: You are a member of a community of learners. For

any community to thrive, certain concepts must be embraced. In our

community, I expect the following general behavior for all students.

III. RESPECT: All students will need to respect themselves, their community

members, and their learning environment. There is NO TALKING when Mr. Daniel instructs you! Points will be deducted for each disobedient act. YOU ARE NOT TO WORK ON ANY OTHER CLASS WORK IN MR. DANIEL’S CLASS (OTHERWISE IT WILL BE TAKEN BY MR.DANIEL!)

READINESS: All students must be prepared and ready for each lesson.

Distracting items are “not” allowed in the classroom (i.e. headwear, coats,

backpacks, food, beverages, chains, electronic devices, pictures, notes, yearbooks, magazines, and catalogs).

PARTICIPATION: All students are expected to actively participate in daily

activities. In addition, you are responsible for your academic progress and communication with Mr. Daniel regarding academic problems or struggles.

RESPONSIBILITY: All students must accept responsibility for themselves and

their actions. Inappropriate languages are not allowed in class—no swearing or

offensive remarks. CHEATING, COPYING, AND PLAGIARISM:

Cheating, copying, and plagiarism are serious acts of academic dishonesty that are not to be tolerated. All team teachers, family members of students involved and, the

program coordinator will be informed of such behavior.

Students who cheated would receive a zero for the assignment or exam. Students involved in copying of work would also receive a zero for the assignment or exam.

Page 30: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

Students who plagiarize receive a failing grade for the quarter. Plagiarism is the use of another’s ideas or expression without appropriate acknowledgement of the

source. Examples of plagiarism include failure to give appropriate acknowledgement

when repeating another’s phrase, sentence or paragraph; failure to give appropriate

acknowledgement when paraphrasing another’s thesis or argument; failure to give

appropriate acknowledgement when presenting another’s line of thinking; or turning in

a paper for a current course that was written for another course.

Plagiarism, like cheating and copying, results in serious consequences. Opportunities for extra credit related to course content may arise throughout the year. Additionally, students choosing to drop their lowest score of the quarter are not allowed any extra credit points.

HOMEWORK: All homework assignments must be completed and turned in on the due date. Unless otherwise noted, assignments are collected at the beginning of the class period. ALL ASSIGNMENTS ARE ACCEPTED WITH 25% POINTS DEDUCTED ON THE

NEXT DAY AND NO LATER. Students receive reading packets with excerpts from a variety of sources, as well as from primary source documents. Course content has been

put together through a variety of sources and is regularly updated (as new and reliable information is made available). Reading packets made available to students may be done so in class-sets. Therefore, it is necessary that students use the reading time given in class effectively. Grading Foundation English follows to the Assumption College grading scale:

Final Score ≥ 80% 4.0

75% ≤ Final Score < 80% 3.5

70% ≤ Final Score < 75% 3.0

65% ≤ Final Score < 70% 2.5

60% ≤ Final Score < 65% 2.0

55% ≤ Final Score < 60% 1.5

50% ≤ Final Score < 55% 1.0

Final Score < 50% 0.0 Evaluation and Assessment: The final semester grade for this course out of 100% is broken down as follows: Class work / Homework 17% Quiz 20% Notebook 8% Behavior 15% Midterm Exam 20%

Final Exam 20%

Page 31: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

ASSUMPTION COLLEGE

Semester 2/ 2013-2014 Teacher Mr. Daniel J. Clark (Mr. Daniel) Email: [email protected] EN30202 EP – 4/1, 4/2

Reading and Writing 2

Course description: EP-M4 Reading and Writing is a complementary class of EN30102. The main goal for this class is to enhance English skills, by using and learning from different sources; such as, global news and English novels. In addition, there will be numerous supplemental materials that coincide with the themes and ideas presented in the core textbook. Course Objectives: The primary objective is to continue to strengthen your existing reading and writing skills. You will be challenged by an assortment of valuable vocabulary that will not only enhance the appreciation and understanding of English novels, but also will benefit your English comprehension skills and speaking ability. By the end of this year, you will:

- Demonstrate and strengthen your ability to write creative non-fiction and essay to express ideas and thoughts about your external and internal world.

- Stronger speaking skills and comprehension, in addition to pronunciation and articulation.

- Expanding vocabularies by exploring a set of rich and comprehensive English vocabularies

- Strengthen your analysis skills. - Better your understanding of news makers (the press), journalistic techniques, and

general overview of the world around you; pertaining to politics, technology, science, environment, entertainment, history, and current events.

- Additional for Semester 2: The Outsiders - weekly chapter vocabulary done in grid

format. Various worksheets, writing, speaking, and listening projects will be introduced and assigned throughout the course. Also, there will be one creative project, on the topic of 1960s and its culture, politics, music, fashion, and trends.

Each day, you need to bring in the following:

Blue or Black ink pens Pencils. Thumb drive (2) Notebooks for note-taking.

Paperback English dictionary and/or thesaurus A global news story from CNN or BBC (FOR EACH CLASS)

Page 32: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

COURSE POLICIES: Course policies are rules and guidelines our class follows, in addition to those established by Assumption College (All Assumption College’s rules and

expectations are enforced in Mr. Daniel’s classroom). These policies are consistently

enforced throughout the school year and are reviewed at the beginning of each quarter. Each student is expected to know, understand, and follow these policies

I. ATTENDANCE: Prompt daily attendance is expected. All students must be seated

in the classroom and prepared to learn at the start of class. Each tardy will cost you academic points and negatively influence your grade. Additionally, if a

student is known in advance of his up-coming absences, it is his responsibility to inform Mr. Daniel (before his planned absences), and he would need to be arranged for make-up or alternative works. Also, your classmate could help you, to collect materials and information if you are absent.

II. CLASSROOM BEHAVIOR: You are a member of a community of learners. For

any community to thrive, certain concepts must be embraced. In our

community, I expect the following general behavior for all students.

III. RESPECT: All students will need to respect themselves, their community

members, and their learning environment. There is NO TALKING when Mr. Daniel instructs you! Points will be deducted for each disobedient act. YOU ARE NOT TO WORK ON ANY OTHER CLASS WORK IN MR. DANIEL’S CLASS (OTHERWISE IT WILL BE TAKEN BY MR.DANIEL!)

READINESS: All students must be prepared and ready for each lesson.

Distracting items are “not” allowed in the classroom (i.e. headwear, coats,

backpacks, food, beverages, chains, electronic devices, pictures, notes, yearbooks, magazines, and catalogs).

PARTICIPATION: All students are expected to actively participate in daily

activities. In addition, you are responsible for your academic progress and communication with Mr. Daniel regarding academic problems or struggles.

RESPONSIBILITY: All students must accept responsibility for themselves and

their actions. Inappropriate languages are not allowed in class—no swearing or

offensive remarks. CHEATING, COPYING, AND PLAGIARISM:

Cheating, copying, and plagiarism are serious acts of academic dishonesty that are not to be tolerated. All team teachers, family members of students involved and, the

program coordinator will be informed of such behavior.

Students who cheated would receive a zero for the assignment or exam. Students involved in copying of work would also receive a zero for the assignment or exam. Students who plagiarize receive a failing grade for the quarter. Plagiarism is the use of another’s ideas or expression without appropriate acknowledgement of the

Page 33: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

source. Examples of plagiarism include failure to give appropriate acknowledgement

when repeating another’s phrase, sentence or paragraph; failure to give appropriate

acknowledgement when paraphrasing another’s thesis or argument; failure to give

appropriate acknowledgement when presenting another’s line of thinking; or turning in

a paper for a current course that was written for another course.

Plagiarism, like cheating and copying, results in serious consequences. Opportunities for extra credit related to course content may arise throughout the year. Additionally, students choosing to drop their lowest score of the quarter are not allowed any extra credit points.

HOMEWORK: All homework assignments must be completed and turned in on the due date. Unless otherwise noted, assignments are collected at the beginning of the class period. ALL ASSIGNMENTS ARE ACCEPTED WITH 25% POINTS DEDUCTED ON THE

NEXT DAY AND NO LATER. Students receive reading packets with excerpts from a variety of sources, as well as from primary source documents. Course content has been

put together through a variety of sources and is regularly updated (as new and reliable information is made available). Reading packets made available to students may be done so in class-sets. Therefore, it is necessary that students use the reading time given in class effectively. Grading Reading and Writing 1 follows to the Assumption College grading scale:

Final Score ≥ 80% 4.0

75% ≤ Final Score < 80% 3.5

70% ≤ Final Score < 75% 3.0

65% ≤ Final Score < 70% 2.5

60% ≤ Final Score < 65% 2.0

55% ≤ Final Score < 60% 1.5

50% ≤ Final Score < 55% 1.0

Final Score < 50% 0.0 Evaluation and Assessment: The final semester grade for this course out of 100% is broken down as follows: Class work / Homework 17% Quiz 20% Notebook 8% Behavior 15% Midterm Exam 20%

Final Exam 20%

Page 34: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

En30208 Academic Achievement 2

EP-M4 Syllabus

Teacher: Ms. Christine Steffler

Course description: Welcome to Semester 2 of EP-M4 Academic Achievement. This course

offers a colorful and exciting selection of English videos, novels, short stories, poems and

newspaper articles. By the end of the year, you will have a solid foundation for entering EP-M5.

Course Objectives: The primary objective is to prepare you to have skills for EP-M5. We focus

on basic academic skills, grammar, creative writing, time management and inter-personal

communication skills. Small and large group discussions are a part of classroom learning. All

students are expected to participate in them. This course is writing, reading and speaking

intensive. You will regularly practice these skills. In-class reading, participation, tests and

projects make up a majority of your grade.

Our class will cover entire novels. Therefore, it is important that students keep pace with the

course, ask questions and seek additional help when needed. Ms. Christine is willing to meet

with students after school or during lunch if they need extra help.

By the end of this year, you will:

Demonstrate and strengthen your ability to read out-loud and silently.

Strengthen your vocabulary.

Strengthen your note-taking skills.

Compare/contrast/synthesize and analyze information.

Exercise critical thinking and communication skills in formal and informal discussions.

You need the following to have in class each day:

Blue or Black ink pens and pencils.

White out or an eraser

Notebook for taking notes in class (Reading Class and Grammar Class)

Reading Book given by Ms. Christine

What you should have for regular use in class:

A dictionary and/or thesaurus

COURSE POLICIES: Course policies are the rules and guidelines our class follows, in addition

to those established by Assumption College. These policies are consistently enforced throughout

the school year and are reviewed at the beginning of each semester. Each student is expected to

know, understand and follow these policies. If you feel class or school policies need clarification

speak with Ms. Christine, directly.

ATTENDANCE: Prompt daily attendance is expected. All students must be seated in the

classroom and prepared to learn when the teacher arrives to class. Approved school activities do

not count against attendance provided the student attends the activities and is doing satisfactory

work in class. Additionally, if a student is aware of up-coming absences, it is her/his

Page 35: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

responsibility to inform Student Affairs before the absences and arrange make-up or alternative

work. A friend in class is helpful to collect materials and information if you are

absent.

CLASSROOM BEHAVIOR: You are a member of a community of learners. For any

community to thrive, certain concepts must be embraced. In our community, I expect the

following general behavior of all students.

RESPECT: All students will respect themselves, their community members and their learning

environment.

READINESS: All students must attend class everyday and ready to actively participate in daily

activities.

RESPONSIBILITY: All students must accept responsibility for themselves and their actions.

Active participation and preparedness is expected at all times!

No distracting items are allowed in the classroom (i.e. food, beverages, instruments or electronic

devices).

Appropriate language will be used in the classroom—no swearing or other offensive remarks

will be allowed.

You are responsible for your academic progress and communication with Ms. Christine about

problems or struggles is expected from you.

CHEATING, COPYING AND PLAGIARISM:

Cheating, copying and plagiarism are serious acts of academic dishonesty that are not

tolerated. All team teachers, family members of students involved and the program coordinator

will be informed of such behavior.

Students who cheat receive a zero for the assignment or exam. Students involved in copying of

work receive a zero for the assignment or exam, including any student allowing the copying to

take place. Students who plagiarize receive a failing grade for the quarter. Plagiarism is the use

of another’s ideas or expression without appropriate acknowledgement of the source. Examples

of plagiarism include failure to give appropriate acknowledgement when repeating another’s

phrase, sentence or paragraph; failure to give appropriate acknowledgement when paraphrasing

another’s thesis or argument; failure to give appropriate acknowledgement when presenting

another’s line of thinking; or, turning in a paper for a current course that was written for another

course.

All students are expected to achieve at the level of 50% or better in this class without factoring in

extra credit. Opportunities for extra credit are available if Ms. Christine has agreed to it.

HOMEWORK: All homework assignments must be completed on the scheduled due date.

Unless otherwise noted, assignments are collected at the beginning of the class period. ALL

ASSIGNMENTS ARE ACCEPTED WITH 25% POINTS DEDUCTED ON THE NEXT

DAY AND NO LATER.

Page 36: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

GRADING SCALE IN PERCENTAGES:

80 - 100 4.0

75 – 79 3.5

70 – 74 3.0

65 – 69 2.5

60 – 64 2.0

55 – 59 1.5

50 – 54 1.0

0 – 49 0

Page 37: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

EP-M4 Health and Physical Education 2 (HP30102)

Course Description

The Health Education Course is designed to enhance awareness and knowledge of healthy

lifestyle choices. The course incorporates a dual curriculum of both health and physical

education in a two pronged approach. Students will engage in both health studies and

physical education activities. The focus for semester II weighs heavily on Physical Education

and less on in-class health studies – as we recognize student’s needs for more physical

activities. In this day and age, teenagers are prone to ‘stay home’ sedentary lifestyles; which

significantly impinges upon their physical fitness and overall health. Henceforth, we want to

foster and promote a Physical Education centered environment as much as possible.

Class Materials

A Pen or Pencil

A Pink Notebook for taking notes, doing homework, and recording assignments.

PE uniform

Class Information

Homework assignments are due at the start of the next class period, unless otherwise stated.

If you are absent, homework is due at the start of the next class period. It is your

responsibility to find out what you missed the next day you are in school. You will then have

one week to complete the work.

No food or drinks in the classroom, except for water. Breakfast is to be eaten before

you get to class.

Hall Passes - Are only given out for emergency trips to the bathroom: This should be

done on a limited basis, as class time is valuable. Please use the break times; before and after

lunch to use bathroom or get a drink of water.

Electronic devices - cell phones, ipods, and other personal electronic devices are not

permitted in class. You will not be given a warning. If I see an electronic device out, you will

be written up.

Page 38: EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr ......EP-M4 Foundation Mathematics 2 (MA30102) Teacher: Mr Simon Tracz 1 | P a g e COURSE TITLE: EP-M4 Foundation Mathematics 2

Units of Instruction

Health

Essential Nutrition

First Aid

Physical Education

Volleyball

Upper Body Strength Exercises

Running

Soccer

Basketball

Classroom Expectations

Our classroom is a place of learning; you are to conduct yourself in a respectful manner. This

class is a G rated class. Profanity, criticizing or insulting other students will not be tolerated.

Use manners and always be respectful in adhering to Thai culture.

Class lessons will consist of power point presentations, video clips, worksheets, class

discussions and interactive group exploration – which will allow you to make choices that

will improve your health. You are expected to complete homework, so you are prepared for

the next class. You are expected to put your best foot forward, in an effort toward being a

successful student.

Course Evaluation and Assessment

Summative Examination: 10%

Fitness Ability 30%

Worksheet Exercises 10%

Homework: 10%

Final Examination: 10%

Final Health Quiz: 20%

Behavior: 10%