The correct option is D 324 × 811296 (√(324× 811296))^2 = 18× 18×× 9× 936× 36 = 324 × 811296 ...

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Finding Square Root of a Number

√324 × 811296...

Question

${(\sqrt{\frac{324 \times 81}{1296}})}^{2}$ = ?

\sqrt{\frac{324 \times 81}{1296}}

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\frac{324 \times 81}{1296}

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Solution

The correct option is D $\frac{324 \times 81}{1296}$
${(\sqrt{\frac{324 \times 81}{1296}})}^{2} = \frac{18 \times 18 \times \times 9 \times 9}{36 \times 36}$

= $\frac{324 \times 81}{1296}$

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Similar questions

\sqrt{\frac{324}{81}}

\frac{(10^{4} + 324) (22^{4} + 324) (34^{4} + 324) (46^{4} + 324) (58^{4} + 324)}{(4^{4} + 324) (16^{4} + 324) (28^{4} + 324) (40^{4} + 324) (52^{4} + 324)}

x^{2} = 729

y - \sqrt{324} = \sqrt{81}

Area of a square whose perimeter is 36 cm is

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