Question

1\√2 is what rational , irrational, integer​

Answer 1

Answer:

Heya mate....

Here's your answer....

A rational number is any number you can represent as the quotient of two integers.

A rational number is any number you can represent as the quotient of two integers.Let's call those integers p and q. So, a rational number would be representable as p/q.

q. The reciprocal of that number would be q/p. So, if that number exists, it too would be a quotient of two integers, and itself be rational.

p. So, if that number exists, it too would be a quotient of two integers, and itself be rational.We know √2/1 is not rational, so we know it's reciprocal cannot be rational.

Hope it will help you

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