still can't understand the modulo operation ??

Question

working of the operator

Answer 1

It gives you the remainder of the euclidian division.

For example:
42%11 is 9, because 42 = 11*3 + 9 (and you have 0 <= 9 < 11)
n%m is 0 if n is a multiple of m
n%2 is 0 if n is even and 1 if n is odd
n%10 gives you the last digit of n
n%100 gives you the last two digits
etc.

Answer 2

thanks understood in a lot deep through you.... thanks

Answer 3

poopy...........:)