Question

"Every integer is a rational number".( True/ False). Give reason for your answer.
answer me fast please....​

Answer 1

$\dashrightarrow$"Every integer is a rational number". $\sf{true}\boxed{✓}$

• All integers are rational numbers as they can be expressed as p/q, where p, q are integers and q ≠ 0.

$\implies$Since we know that integers are a collection of whole numbers and negatives of whole numbers.

Let's take a few examples to see how can we express integers as rational numbers.

• 4 is an integer but we can express 4 as 4/1 or 8/2 or 12/3 and all these are rational numbers.

• -3 is an integer but we can express (-3) as (-3)/1 or (-6)/2 or (-9)/3 and all these are rational numbers.

• 0 is an integer and it can be expressed as 0/1

$\clubsuit$Similarly, we can express any integer, whether positive or negative as a rational number.

Therefore, all integers are rational numbers.

Answer 2

Answer:

Every integer is a rational number". $\sf{true}\boxed{✓}$