Find the value of sqrt{6492304}. | vedclass

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(C) To find the square root of $6492304$,we can use the long division method:$1$. Group the digits in pairs from right to left: $6, 49, 23, 04$.$2$. F

Vedclass · Accepted Answer

$2548$

Vedclass · Answer

(C) To find the square root of $6492304$,we can use the long division method:$1$. Group the digits in pairs from right to left: $6, 49, 23, 04$.$2$. Find the largest square less than or equal to $6$,which is $2^2 = 4$. Subtract $4$ from $6$ to get $2$. Bring down $49$,making it $249$.$3$. Double the divisor $(2 	imes 2 = 4)$. Find a digit $x$ such that $4x 	imes x \leq 249$. For $x = 5$,$45 	imes 5 = 225$. Subtract $225$ from $249$ to get $24$. Bring down $23$,making it $2423$.$4$. Double the current divisor $(25 	imes 2 = 50)$. Find a digit $y$ such that $50y 	imes y \leq 2423$. For $y = 4$,$504 	imes 4 = 2016$. Subtract $2016$ from $2423$ to get $407$. Bring down $04$,making it $40704$.$5$. Double the current divisor $(254 	imes 2 = 508)$. Find a digit $z$ such that $508z 	imes z = 40704$. For $z = 8$,$5088 	imes 8 = 40704$.Therefore,$\sqrt{6492304} = 2548$.

Find the value of $\sqrt{6492304}$.

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