Question

Every natural number is a rational number is the converse true

Answer 1

Your statement:

$\textbf{Every natural number is a rational number.}$

Converse:

$\textbf{Every rational number is a nautural number.}$

No. The converse of the previous statement is not true. This is because rational numbers include zero, as well as negative integers and decimals also but, natural numbers contain all the positive integers only such as 1, 2, 3, 4, 5.....

However, the first statement is true. This is because rational numbers include all negative, positive integers along with zero and decimals also and positive integers are natural numbers.

Hope it helps !!

Answer 2

It is true  Because,  Rational numbers are form of p/q  Thus,4/1 is a natural number    Hope it helps you.......!