Write two integers whose product is smaller than both the integers.

Sum

A number of solutions can be possible.

e.g. Let first integer = –3 and second integer = 5

Product = –3 × 5 = –15 ...[∵ –15 < – 3 and –15 < 5]

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Chapter 1: Integers - Exercise [Page 20]

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

State, true or false of the given statement:

a x (b + c) = a x b + c

Write the opposite of the following: Gaining a weight of 5 kg

Find the value of: |7−4|

For the following statement write (T) for true and (F) for false:

The sum of three different integers can never be zero.

Multiply: −238 by −143

Simplify: (–27) × (–16) + (–27) × (–14)

Write (T) for true and (F) for false for the following statement:

0 ÷ (−6) = 0

What are integers?

Evaluate: (–40) ÷ (–10)

The sum of any two negative integers is always smaller than both the integers.