Write two integers which are greater than – 4 but their difference is smaller than – 4. - Mathematics

Write two integers which are greater than – 4 but their difference is smaller than – 4.

Sum

For two integers which are greater than – 4 but their difference is smaller than – 4.

Let first integer = (–1) and second integer = 4 ...[∵ – 1 > – 4 and 4 > – 4]

Difference = –1 – 4 = –5 < (– 4)

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Chapter 1: Integers - Exercise [Page 20]

Chapter 1 Integers
Exercise | Q 119. (g) | Page 20

Write the opposite number of each of the numbers given below.

Number	47	+52	– 33	– 84	– 21	+16	– 26	80
Opposite number

Find the sum of: −18, + 25 and −37

Find the additive inverse of: 183

Subtract: 219 from 0

Multiply: –18 by 13

Divide: 2067 by –1

Fill in the blanks:

80 ÷ (......) = −5

The sum of two integers is −25. If one of them is 30 then the other is

When 34 is subtracted from −36, we get

Write 'T' for true and 'F' for false for the following:

−(−36) − 1 = − 37.