if the number 653xy is divisible by 90 then x+y=?
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if the number 653xy is divisible by 90
so, 653xy should be divisible by both 9 and 10
any number divisible by 10 should have zero at end of it's number
so, y = 0
so,the number is 653x0
any number divisible by 9 sum of it's digits should be divisible by 9
so, 6+5+3+0 = 14 divisible by 9 which will remainder of 5
so, 5+4 = 9 which divisible by 9
so, x = 4
so, the number is 65340 which is divisible by 90
x + y = 4+0 = 4
so, 653xy should be divisible by both 9 and 10
any number divisible by 10 should have zero at end of it's number
so, y = 0
so,the number is 653x0
any number divisible by 9 sum of it's digits should be divisible by 9
so, 6+5+3+0 = 14 divisible by 9 which will remainder of 5
so, 5+4 = 9 which divisible by 9
so, x = 4
so, the number is 65340 which is divisible by 90
x + y = 4+0 = 4
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