Multiple choice questions. Tick only one option.
The largest $3$ digit number exactly divisible by $25$ is :

$975$

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$999$

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$100$

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$201$

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Solution

The correct option is A
$975$

When we divide given number by $25$ we get
Quotient Remainder
$975 \div 25$ $39$ $0$
$999 \div 25$ $39$ $24$
$100 \div 25$ $4$ $0$
$201 \div 25$ $8$ $1$

So, among the option $975$ is the largest three-digit number which is divisible by 25

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