A General,while arranging his men,who were 60 | vedclass

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(B) Let the number of men standing in each row be $x$.The total number of men arranged in a square formation is given by $x^2$.According to the proble

Vedclass · Accepted Answer

$77$

Vedclass · Answer

(B) Let the number of men standing in each row be $x$.The total number of men arranged in a square formation is given by $x^2$.According to the problem,the total number of men is $6000$,and $71$ men are left over after forming the square.Therefore,the equation is: $x^2 + 71 = 6000$.Subtracting $71$ from both sides,we get: $x^2 = 6000 - 71 = 5929$.To find $x$,we calculate the square root of $5929$: $x = \sqrt{5929} = 77$.Thus,there were $77$ men arranged in each row.

$A$ General,while arranging his men,who were $6000$ in number,in the form of a square,found that there were $71$ men leftover. How many were arranged in each row?

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