Question

Prove the following by contraposition:
If the product of two integers is not divisible by an integer n, then neither integer is divisible by n.

(Match the Numbers With the Letter to the right)

1	Contraposition	___		A	x = kn where k is also an integer
2	definition of divisible	___		B	xy is divisible by n
3	by substitution	___		C	xy = (kn)y
4	by associative rule	___		D	If the product of two integers is not divisible by an integer n, then neither integer is divisible by n.
5	by definition of divisible	___		E	xy = (ky)n where ky is an integer
6	Extra match	___		F	If one of two integers is divisible by an integer n, then so is their product.

Answer 1

MATCH THE FOLLOWING TABLE IS NOT SO CLEAR AS PER UNDERSTANDING I HAVE MATCHED ...CAN U PLEASE POST THE PICTURE SO THAT I WILL UPDATE IT AGAIN IF ANYTHING IS WRONG

PLEASE GIVE AN UPVOTE