Question

prove that √67 is irrational number​

Answer 1

Answer:

It cannot be written in p/q form.

It is not terminating.

It is not repeating.

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Answer 2

this is irrational number,

because a number which can be expressed in a form of p/q such that q is not equal to 0 is known as rational number. but 67 is not dissociated into tow such factor tissues 67 is not are perfect square which also prove that 67 is an irrational number.