28. The following shows the remainders of powers of 10 when divided by 13. We can prove that the

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Rabeya Zahid · Accepted Answer

First, we need to understand that the remainder of an integer when divided by 13 is the same as

28. The following shows the remainders of powers of 10 when divided by 13. We can prove that the pattern will be repeated for higher powers. 10^0 mod 13 = 1 10^1 mod 13 = -3 10^2 mod 13 = -4 10^3 mod 13 = -1 10^4 mod 13 = 3 10^5 mod 13 = 4