a general arranges his soldiers in rows to form a perfect square he finds that in doing so 9 soldiers were left over if there were 335250 soldiers initially find the no. of soldiers in each row
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Answered by
2
the answer is:579
it is because after subtracting 9 we get 335241 and it's square root it 579
it is because after subtracting 9 we get 335241 and it's square root it 579
bharatdetha:
sorry but i feel you have made some calculation mistake.
yes i made a mistake
thanks for the answer guyz
hope it helps.
it surely does
Answered by
4
well since there are 9 extra soldiers left after arrangement so remove them from the count and take a square root of the remaining number i.e.,
335250-9=335241
taking square root √335241 is 579
so there were 579 soldiers in each row.
hope it HELPS
335250-9=335241
taking square root √335241 is 579
so there were 579 soldiers in each row.
hope it HELPS
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