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MATHEMATICS 1

MATHEMATICS - MOE · MATHEMATICS 1 . P6 Std Math Curriculum (Topics Assessed) Whole numbers; Fractions & Decimals Measurement Data Analysis (Tables, Graphs, Pie Chart) Geometry Average,

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MATHEMATICS

1

P6 Std Math Curriculum

(Topics Assessed)

Whole numbers; Fractions & Decimals Measurement Data Analysis (Tables, Graphs, Pie Chart) Geometry Average, Rate and Speed Ratio and Proportion Percentage Algebra

2

PSLE Exam Format (STANDARD)

Paper Booklet Item Type No of

questions

No of

marks/Q

Weighting Duration

1

A Multiple

Choice

10 1 10%

50 min 5 2 10%

B Short-Answer

Response

10 1 10%

5 2 10%

Total 30 - 40%

2

Calculator

Allowed

Short-Answer

Response

5 2 10%

1 hour

40 min Structured/

Long-answer

13 3, 4, 5 50%

Total 18 - 60%

3

P6 FMA Curriculum

(Topics Assessed)

Whole numbers; Fractions & Decimals Measurement Data Analysis (Tables, Graphs, Pie Chart) Geometry (Angles and Triangles) Average and Rate Percentage

4

PSLE Exam Format (FOUNDATION)

Paper Booklet Item Type No of

questions

No of

marks/Q

Weighting Duration

1

A Multiple

Choise

10 1 10%

1 hour 10 2 20%

B Short-Answer

Response

10 2 20%

Total 30 - 50%

2

Calculator

Allowed

Short-answer 10 2 20%

1 hour

15 min Structured 8 3, 4, 5 30%

Total 48 - 50%

5

PSLE Exam Format (Use of Calculators)

– Achieve a better balance between the emphasis

on computational skills and problem solving skills

in learning and assessment

– Widen the repertoire of teaching and learning

approaches to include investigations in authentic

situations

– Guidelines on the use of calculator and approved

calculator can be found on SEAB website.

(Casio fx-96SG PLUS)

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Cognitive Level of the Questions

7

Knowledge

Comprehension

Application

& Analysis

Knowledge •Recall facts

•Basic concepts

Application &

Analysis Apply acquired

knowledge to solve

problems in new

situations which

involve breaking

down information

and making

inferences

Comprehension Demonstrate understanding of math concepts

by organizing, comparing and interpreting

data to arrive at a solution

Examples of Knowledge Questions

• There are as many girls as boys in a class. What fraction of

the pupils in the class are boys?

(1)

(2)

(3)

(4)

• How many ‘s are there in 8 wholes?

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For 1-mark questions:

- No method mark is allocated.

- Mark is awarded for the correct final answer.

Examples of Comprehension Questions

• Sally spent 20% of her savings and still had $240 of her savings

left. How much did she spent?

(1) $48

(2) $60

(3) $192

(4) $300

• Tavin’s father is 30 years older than he is. In 9 years’ time, Tavin

will be of his father’s age. What is the ratio of Tavin’s present

age to his father’s present age?

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For 2-mark questions:

- Usually 1 method mark and 1 answer mark.

- No mark will be awarded for wrong method used to derive at the answer.

Examples of Application & Analysis Questions

• ABCD is a square and CDE is an equilateral triangle.

Find ABE. (3 marks)

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A B

C D

E

Examples of Application & Analysis Questions

Beatrice bought a number of beads and buttons in the ratio 3 : 7.

She used of the beads to make necklace and bought another 80

buttons. As a results, the number of buttons became 6 times the

number of bead left. How many beads did Beatrice use to make

the necklace? (5 mark)

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For 3, 4 and 5-mark questions:

- Method mark is awarded at the critical steps.

- Answer mark is awarded for the correct final answer.

- No mark will be awarded for wrong method used to derive at the answer.

- ½ mark will be deducted for wrong mathematical sentence.

- ½ mark will be deducted for omission of units or wrong units.

Contacts

• Mrs Jasmine Ng (HOD/MA)

[email protected]

• Miss Michelle Lauw (LH/MA)

[email protected]

• Mr Chew Chee Wai (LH/MA)

[email protected]

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Thank You

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