Math, asked by shradha2012116, 7 months ago

8647 students were sitting in a lecture room in such a manner that there were as many students in the row as there were rows in the lecture room. How many more students will be required for this arrangement?

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Answered by himasreegh
2

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Answered by mysticd
0

 Total \: number \: of \: students = 8647

 Let \: number \: of \: rows \:in \:the \: lecture

 hall = x

 Number \: of \: students \: sitting \: in \:each

 row = x

 Total \: students = 8647

 \implies x \times x = 8647

 \implies x^{2} = 8647

 We \:find \; by \:division \:method \:that

9 | 8647 | 94

×9| 81

_________

183| 547

* ×3| 549

__________

********(-2)

 The \: remainder \: is \: 2

 This \:means, \: if \:we \: add \: 2 \: to \::8647

 We \:get \: a \: perfect \: square .

 \red { Hence, the \: number \: of \:more }

 \red { students \: required \: for \: above }

 \red { arrangement } \green { = 2 }

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