Question

Find out the number which contains 3 continuous numbers in discending order leaves a remainder o f 8 when devided by a number obtained by reversing it. ​

Answer 1

Answer:

Find the respective remainders when the order of the divisors ... ... Let's say the quotient (Q**) you obtained when you divided by 8 was 0. ... When you divide 2 by 3, remainder is 2

Step-by-step explanation:

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Answer 2

Answer:

Let the quotient be q when divided by 8.

n=3(5(8q+7)+4)+1

=3(40q+39)+1

=120q+117+1

=120q+118.

Now, if it is divided by 8.

We have 8(15q+14)+6, remainder 6.

And if 15q+14 is divisible by 5. Remainder will be4.

And if 3q+2 is divisible by 3.

We get remainder 2.

Hence, will be the remainder, 6,4,2

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