Find the number nearest to 16386 which is exa | vedclass

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(D) To find the number nearest to $16386$ that is divisible by $425$,we first divide $16386$ by $425$.$16386 \div 425 = 38$ with a remainder of $361$.

Vedclass · Accepted Answer

$16450$

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(D) To find the number nearest to $16386$ that is divisible by $425$,we first divide $16386$ by $425$.$16386 \div 425 = 38$ with a remainder of $361$.This means $16386 = (425 	imes 38) + 361$.The two multiples of $425$ closest to $16386$ are $(425 	imes 38) = 16150$ and $(425 	imes 39) = 16575$.Alternatively,we can calculate the distance to the nearest multiple:The remainder is $361$. The distance to the next multiple is $425 - 361 = 64$.The distance to the previous multiple is $361$.Since $64 < 361$,the nearest multiple is $16386 + 64 = 16450$.

Find the number nearest to $16386$ which is exactly divisible by $425$.

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