Question

6. Find the largest 6-digit number divisible by 16.

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Answer 1

$\Huge\bold{\underline{\underline{\red{solution-}}}}$

$\huge \implies \large \rm\:999999$

Answer 2

$\huge \bf \underline \red{Answer}$

$\bf{ \huge{ \boxed{ \underline{ \green{ \tt{999984 \: }}}}}}}$

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$\huge \sf \underline{Question}$

find the largest 6 digit number divisible by 16.

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$\bf{step \: by \: step \: explanation}$

$\tt \pink{⟹ \: largest \: 6digit \: number \: is \: 999999}</p><p>$

now when we divide the 999999 divisible by 16 we get 15

$\bold{now \: subtract \: 15 \: to \: 999999}$

$\tt \blue{999999 - 15}$

$\tt \orange{⟹999984}</p><p>$

so 999984 is the answer for the largest digit numbeer when we divide the 15.