What will be the remainder when (67^67) + 67 is divided by 68? Pick one:
A) 52  B) 62  C) 66  D) 68  E) 72
x^n + 1 will be divisible by x+1 only when n is odd   67^67+1 will be divisible by 67+1   (67^67+1)+66, when divided by 68 will give 66 as remainder   Answer is 66
<result>C</result>
What will be the remainder when (67^67) + 67 is divided by 68?