Question

prove that commutative property under division is not applicable by taking any two non zero
Integers.

Answer 1

7/(-4) = 1.75 but (-4)/7 = 0.57

32/16 = 2 but 16/32 = 0.5

So division is not commutative.

Answer 2

Step-by-step explanation:

Commutative property for addition:

Integers are commutative under addition when any two integers are added irrespective of their order, the sum remains the same.

a+b =b+a

The sum of two integer numbers is always the same. This means that integer numbers follow the commutative property.

Let’s see the following examples:

15 + 20 =35; 20 +15=35

-10 + (-5) = -15; -5 + (-10) = -15

The above examples prove that the addition of integers is commutative.

The commutative property for Subtraction:

Is the case true with subtractions? Are subtractions also commutative? The following examples will let us know