What is the inverse of the following conditional statement? "If an integer is even then it is divisible by two."

A. If an integer is even then it is divisible by two.

B. If an integer is not even then it is divisible by two.

C. If an integer is even then it is not divisible by two.

D. If an integer is not even then it is not divisible by two.

Question

Jaelyn Terry

Mathematics

2 December, 21:16

What is the inverse of the following conditional statement? "If an integer is even then it is divisible by two."

A. If an integer is even then it is divisible by two.

B. If an integer is not even then it is divisible by two.

C. If an integer is even then it is not divisible by two.

D. If an integer is not even then it is not divisible by two.

+3

Answers (1)

Know the Answer?

Humberto Harvey · Answer 1

The following are the answers to the questions presented:

Let O be if "If an integer is even" and T be "Then it is divisible by two."

The inverse of O=>T is ~O=>~T.

So, the inverse of the conditional statement "If an integer is even then it is divisible by two." is "If an integer is not even then it is not divisible by two"