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Answers
Answered by
20
This is a question of multiple Divisors and same Remainder.
Although initially it may seem that the Remainders are different, but when we take their negative counterparts, its the same always.
- When divided by 10, R = 9 or (-1)
- When divided by 9, R = 8 or (-1)
- When divided by 8, R = 7 or (-1) and so on.
As we get the same Remainder in case of all the divisors, so the number can be calculated as:
N = [LCM of Divisors + Remainder]…. (eq 1)
So, N = LCM(1,2,3,4,….,9,10) + (-1)
Or, N = 2520 - 1
Note: 2519 is the least such number. In general the number is in the form (2520k -1), where k is any natural number.
Answered by
7
Answer:
72 is the number which when divides by 9 gives 8 as answer..
Thank you ☺✌..
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