Question

find the gratest 7 digit number which is exactly divisible by the gratest 3 digit number​

Answer 1

Explanation:

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The Greatest 7 digit number = 9,999,999

The Greatest 3 digit number = 999

Now,

Dividing 9,999,999 by 999 gives :-

$→ \frac{ 9,999,999 }{999} = 10,010.009$

So,

→ 10,010⋅999 < 9,999,999

→ 10,011⋅999 > 9,999,999.

lf,

10,011⋅999 > 9,999,999 , Then it is not a

seven - digit number.

Since,

The largest 7 digit number divisible by 999 is :-

=> 10,010⋅999=9,999,990

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Answer 2

$\huge\mathfrak\red{ANSWER}$

The Greatest 7 digit number = 9,999,999

The Greatest 3 digit number = 999

Now,

Dividing 9,999,999\999

→9,999,999\999=10,010.009

So

→ 10,010⋅999 < 9,999,999

→ 10,011⋅999 > 9,999,999

lf

10,011⋅999 > 9,999,999 , Then it is not a seven - digit number.

Since,

The largest 7 digit number divisible by 999 is :-

=> 10,010⋅999=9,999,990

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