Give three examples each to show that th...

Give three examples each to show that the whole numbers are:
not commutative under division.

Verified by Experts

The correct Answer is:

Associative property of addition

Similar Questions

Explore conceptually related problems

Give three examples each to show that the whole numbers are: not commutative under subtraction.

Give three examples each to show that the whole numbers are not closed under: division

Give an example to show that the whole numbers are commutative under: addition

Give three examples each to show that the whole numbers are not closed under: subtraction

Give an example to show that the whole numbers are commutative under: multiplication

Give an example to justify whether: whole numbers are not commutative under division?

Write two examples to show that: whole numbers are not closed under division.

Give an example to justify whether: whole numbers are associative under division?

Give an example to justify whether: whole numbers are commutative under subraction?

Write two examples to show that: whole numbers are not closed under subtraction.