On dividing a number by 7, the remainder is 6. the quotient so obtained when divided by 11, leaves the remainder 9. the new quotient obtained when divided by 13, leaves a remainder 12. find the remainder when the number is divided by 1001.
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Answered Oct 6, 2015
Since 305mod11=−1
=>3010mod11=1
We need 7287 in 10∗N+M form
So 7287mod10 = 287
Now every 05th, 25th, 45th, 65th, 85th ends in 2
So that 287mod10 = 2∗22 = 8
So the question reduces to 3010N+8
=1∗308
=5
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