idetify the folllowing as rational or irrational numbers give the decimal representation
underroot 4

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Solution

$\sqrt{4} = 2$
And 2 is a rational number.
The decimal representation of this rational number is 2.00

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Similar questions

\sqrt{4}

3 \sqrt{18}

\sqrt{1.44}

\sqrt{\frac{9}{27}}

- \sqrt{64}

\sqrt{100}

Identify the following as rational or irrational numbers. Give the decimal representation of rational numbers :

(i) $\sqrt{4}$ (ii) $3 \sqrt{18}$

(iii) $\sqrt{1.44}$ (iv) $\sqrt{\frac{9}{27}}$

(v) $- \sqrt{64}$ (vi) $\sqrt{100}$

A non-terminating decimal number can either be rational or irrational number.

- \sqrt{0.64}

\frac{\sqrt{12}}{\sqrt{75}}

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