find the least value that must be given to number a so that no 91876a2 is divisible by 9
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Hey buddy! Here's your answer!
For divisibility by 8, we need to check if the last 3 numbers are divisible by 8.
6a2 should be divisible by 8. So starting from 0 to 9, we replace a by these digits, till we get 6a2 ≅ 0 mod 8.
x ≅ y mod b is just a way of writing that when x is divided by b the remainder is y. This often comes handy during divisibility. When remainder is 0, it means the number is divisible.
a) 602 ≅ 2 mod 8 -----> Not possible
b) 612 ≅ 4 mod 8 --------> Not possible
c) 622 ≅ 6 mod 8 ----------> Not possible
d) 632 ≅ 0 mod 8 ----------> Possible
So a = 3. As we need the least value the correct answer is 3.
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