Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 2

MEDIUM

Lower Secondary Stage 7

IMPORTANT

Earn 100

Find two integers that add up to $2$ and multiply to make $- 15$

Important Questions on Integers

MEDIUM

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 2

Find two integers that add up to

3

and multiply to make

- 70

EASY

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 3

Find the missing value

5 \times □ = - 8 - 7

EASY

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 3

Find the missing value

- 12 \div □ = 4 + (- 6)

EASY

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 4

Find all the common factors of

16

and

24

.

EASY

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 5

Write all the multiples of

6

between

50

and

70

.

EASY

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 5

Find the lowest common multiple of

6

and

15

.

MEDIUM

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 6

Find the highest common factors of

26

and

65

.

MEDIUM

Lower Secondary Stage 7

IMPORTANT

Cambridge Lower Secondary Mathematics Learner's Book 7 Second Edition Digital Access>Chapter 1 - Integers>Check your progress>Q 6

Simplify the fraction

\frac{26}{65}