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KENDRIYA VIDYALAYA CMERI, DURGAPUR
AGENDA POINTS FOR ONE DAY WORKSHOP OF TGT (MATHS)
1. SCHEME OF EXAMINATION, CCE, PROMOTION RULE ETC.
2. AREAS CAUSING LEARNING DIFFICULTIES IN MATHEMATICS TO THE CHILDREN OF CLASS X
1. TEACHING METHODS
2. HESITATION IN ASKING DOUBTS
3. LACK OF CONCENTRATION IN STUDENTS
4. PREVIOUS KNOWLEDGE PROBLEMS
5. ATTENDANCE PROBLEM
6. REVISION PROBLEM
7. NON CO-OPERATION OF PARENTS
DIFFICULT TOPICS IN MATHEMATICS WHICH NEEDS EXTRA EFFORTS AS PER SYLLABUS OF CLASS X
1. TRIGONOMETRY AND ITS APPLICATIONS
2. ARITHMETIC PROGRESSION
3. WORDS PROBLEMS IN PAIR OF LINEAR EQUATIONS IN TWO VARIABLES, QUADRATIC EQUATIONS,
AREAS AND VOLUMES
4. TRIANGLES
5. PROBABILITY
3. MAKING MATHEMATICS CLASS INTERESTING.
1. BY INTRODUCING REAL LIFE PROBLEMS
2. BY MAKING THE TOPIC MEANINGFUL
3. BY ENCOURAGING CREATIVITY AND OWNERSHIP
4. BY ENGAGING THE STUDENTS
5. BY ASKING MORE INTERESTING QUESTIONS
6. BY INVOLVING THE STUDENTS TO POSE THEIR OWN QUESTIONS
7. BY GIVING REVELENT PROJECTS
MINIMUM LEVEL OF LEARNING (MLL)
1. IN THE FIELD OF GEOMETRY
2. IN THE FIELD OF ALGEBRA
3. IN THE FIELD OF TRIGONOMETRY
4. IN THE FIELD OF CO-ORDINATE GEOMETRY
5. IN THE FIELD OF MENSURATION
6. IN THE FIELD OF STATISTICS AND PROBABILITY
4. REVISION STRATEGIES
1. BY THE HELP OF GROUP DISCUSSION
2. BY THE HELP OF GAMING
3. BY THE HELP OF GROUP WORK
4. BY THE HELP OF COMPUTER ADDED MATERIAL
5. BY THE HELP OF PRACTICAL WORKS
6. BY THE HELP OF OPEN BOOK TEST
5. OPEN SESSION AND GROUP DISCUSSION
6. CRITICAL ANALYSIS OF PREVIOUS YEARS BOARD PAPERS
PRINCIPAL
K V CMERI DURGAPUR
KENDRIYA VIDYALAYA SANGATHAN
KENDRIYA VIDYALAYA CMERI, DURGAPUR (KOLKATA REGION)
TIME TABLE FOR ONE DAY WORKSHOP OF TGT MATHS
DATE: 17-08-2016
9 .00 AM TO 9.15AM
9:15 AM TO 10 AM
10AM TO 10:15AM
10:15 AM TO 11:45AM
11:45AM TO 1:15PM
1:15PM TO 1:45PM
1:45PM TO 3:15PM
3:15PM TO 4:15PM
4:15PM TO 4:30PM
4:30PM TO 5:30PM
Inauguration
Scheme of examination & promotion rule- by principal
Tea break
Areas causing learning difficulties -by Resource person
MLL- by Resource person
Lunch break
Revision strategies -by Resource person
Group work
Tea break
Open discussion
Why do children consider mathematics a difficult subject?
why Mathematics is considered as a difficult subject?
Here are a few samples of answers:• The subject requires more of students study time than
other subjects (why?)• Students fail to practice problems (what is the reason?)• The subject requires long hours of work, involving
practice and drill (why is it so?)• This subject is different from other subjects (in what
ways?) Though these answers might partially tell us the reason why the subject is detested by many, they fail to throw any light on the psychological prerequisites, if any, specially required for learning this subject.
What goes on in Mathematics classes?
• Introduction of the new topic: the teacher speaking in general terms for a few minutes about the topic on hand if it happens to be the beginning of the topic.
• Working out problems on the black board either by the teacher himself or by calling out a student to do it.
• Occasional fielding of questions by the teacher on the problem area:
• Leaving a large number of problems for the students to solve.
The Home Assignments
• Teachers give large number of exercise problems for the students to solve at home. As seen earlier, doing one or two problems for the name sake does not help the students to acquire the insight required for solving problems at home on their own. The teacher solved problems are inadequate in number and variety, and the explanation, if any, given about problem solving in the classes is either incomprehensive or inadequate. As a result students get frustrated when they struggle with problems with answers not in sight. They lose interest when their woes are not taken care of.
The Critical aspects of learning Mathematics
• To acquire subject learning competencies• To develop problem solving skills• To boost their confidence in the subject• To widen their interest in the areas of mathematics• To have and sustain self-directed and self-motivated
activities in mathematical learning.• To achieve mastery level learning of the subject.• To help apply the skills acquired in Mathematics to
other subjects.• To utilize the cognitive domain to its full extent• To remove examination phobia.
MAKING MATHEMATICS CLASS INTERESTING
LEARNING OUTCOME α INTEREST
LEARNING OUTCOME α 1/PHOBIA
INTRODUCING REAL LIFE PROBLEMS
STRATEGIES & METHODOLOGIES
MAKING THE TOPICS MEANINGFUL
ROLE PLAY
ENCOURAGING CREATIVITY & OWNERSHIP
INVOLVING STUDENTS
CONTD.
STRATEGIES & METHODOLOGIES
ASKING MORE INTERESTING QUESTIONS
MOTIVATING STUDENTS TO POSE THEIR OWN QUESTIONS & THOUGHTS
PEER LEARNING
QUIZ
WORKSHEET
RELEVANT PROJECT
LEARNING THROUGH ACTIVITY
REAL NUMBERS
POLYNOMIALS
PAIR OF LINEAR EQUATIONS IN TWO VARIABLE
QUADRATIC EQUATIIONS
ATITHMETIC PROGRESSION
TRIANGLES
CIRCLES
CONSTRUCTIONS
INTRODUCTION TO TRIGONOMETRY
SOME APPLICATIONS OF TRIGONOMETRY
AREAS RELATED TO CIRCLES
SURFACE AREAS AND VOLUMES
REVISION STRATEGIES
• BY ANAND SRIVASTAVA(PGT, MATHS)
• KV CMERI, DURGAPUR
BY THE HELP OF COLLABORATIVE WORK
• Collaborative learning is a process where students work together using each other’s’ strengths. Students get the opportunity to actively engage with their classmates, and learning flourishes through conversations. Students are challenged both socially and academically as they work together, listen to their peers’ perspectives, and articulate their thoughts. Creating an effective collaborative learning environment takes a lot of planning.
Mathematical vocabulary
•
• Have a word of the day. This is a great way to expand students’ Mathematics vocabulary. As soon as students enter the classroom, have a word of the day already on the front board. The students’ job is look the word up and write down the definition . Each day they come into school, they learn a new word and add it to their journals. At the end of the week, randomly choose one word that they learned throughout the week and have students tell you what it means as well as use it in a sentence. This will not only help to expand their vocabulary, but it will also keep them on their toes!
• By expanding students’ mathematics vocabulary, you will strengthen their use of the Mathematics language as well as increase the likelihood that they will do better in school. Celebrate words and make them a part of each and every day. Encourage students to have a love for word
Recreational Mathematics
• Recreational motivation consists of puzzles, games, paradoxes or facilities. In addition to being selected for their specific motivational gain, these devices must be brief and simple. An effective execution of this technique will allow students to complete the "recreation" without much effort
BY THE HELP OF COMPUTER ADDED MATERIAL
BY THE HELP OF PRACTICAL WORKS
BY THE HELP OF OPEN BOOK TEST
BY ANAND SRIVASTAVA (PGT MATHS)
KV CMERI, DURGAPUR.
TIPS FOR IMPROVING THE PERFORMANCE OF
STUDENTS IN CLASS 10
GENERAL TIPS
1. Remedial classes after first unit test in class X must
be started so as to get zero supplementary cases in
Math and also to have a strong base in concepts.
2. After the supplementary examination the lessons
taught during their absence/preparation time must
be taught again.
3. From the beginning of the session above average
students must be trained in HOTS at least once in a
week.
4. From the beginning of the session average students
must be trained in Text book questions at least
twice in a week.
5. Slips test based on one or two concepts with
variation in questions can be given periodically.
6. During remedial classes chapter wise level 1
questions must be worked out by the students.
7. Two sets of question papers can be given for every
formal test to avoid copying.
8. Answers of formal test must be discussed and the
same may be worked out in the H.W note book.
9. Test papers must be always in the board pattern.
11. Basic concepts must be recalled before the
beginning of Lesson without discouraging the
students.
12. Revision must be given before every test,
stressing on the Board questions.
13. Sure shot questions in 4 marks must be drilled.
14. Chapter wise formulae maybe prepared for a
quick revision
15. Minimum five board question papers must be
worked out.
16. From each chapter 1mark board questions can be
drilled.
17. The students must be insisted to write the values
in the value based questions.
18. Never discourage the students.
GROUP WORK
PHOTOS OF WORKSHOP