Is it true that every rational number is an integer

Asked by admin @ 04/08/2021 in Math viewed by 307 People

Every rational number is an integer.True or False.Give reasons.

Answered by admin @ 04/08/2021

No, every rational number is not an integer.

The integers are the positive and negative whole numbers and zero: ⋯−2,−1,0,1,2,…The rational numbers are numbers that can be represented by a ratio of integers. Since every integer can be represented as itself divided by 1, every integer is a rational number, but that doesn’t mean they are the only rational numbers.Some rational numbers are not whole numbers, like 1/2, 3/5, or −23/17 for instance.In math we say that the integers are a proper subset of the rationals because of the above observation.

Is it true that every rational number is an integer

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