What is the smallest non-negative integér z such that [r]= [116^129 +60^40] in Z7? Justify your answer. Hint: Find out simple

Question

What is the smallest non-negative integér z such that [r]= [116^129 +60^40] in Z7? Justify your answer.
Hint: Find out simple numbers that 116 and 60 are congruent to modulo 7, and try to write the powers 129 and 40 in terms of 6.

Kunduz · Accepted Answer

Click to see the answer