sqrt[3]{54872} times (304 div 8) = (?)^{2} | vedclass

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Question

(B) First,calculate the cube root of $54872$. Since $30^3 = 27000$ and $40^3 = 64000$,the number ends in $2$,so the cube root is $38$ (as $38^3 = 5487

Vedclass · Accepted Answer

$38$

Vedclass · Answer

(B) First,calculate the cube root of $54872$. Since $30^3 = 27000$ and $40^3 = 64000$,the number ends in $2$,so the cube root is $38$ (as $38^3 = 54872$).Next,perform the division: $304 \div 8 = 38$.Now,substitute these values into the equation: $38 	imes 38 = (?)^{2}$.This simplifies to $38^2 = (?)^{2}$.Therefore,$? = 38$.

$\sqrt[3]{54872} \times (304 \div 8) = (?)^{2}$

Similar Questions

What is the smallest number by which $5600$ must be divided to make it a perfect cube?

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