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Natural Numbers

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Is it correct to say that there is a number 'x' such that x2 is irrational by x4 is rational .

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Similar questions

Give an example of a number x such that $x^{2}$ is an irrational number and $x^{4}$ is a rational number.

Q. There is a number x such that x² is irrational but x⁴ is rational. Then, x can be

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\sqrt[4]{2}

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8^{t h}

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