Let n = 29, determine the total number of solutions modulo n to and enter it below. (Note that 29 is prime.) Type your answer... z² 7 (mod n) = Let n = 33, determine the total number of solutions modulo n to = 1 (mod n) and enter it below. (Note that 33 is not prime.) Type your answer...
Let n = 29, determine the total number of solutions modulo n to and enter it below. (Note that 29 is prime.) Type your answer... z² 7 (mod n) = Let n = 33, determine the total number of solutions modulo n to = 1 (mod n) and enter it below. (Note that 33 is not prime.) Type your answer...
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Need help with these two Intro to Elementary Number Theory Homework Problems.

Transcribed Image Text:Let n
=
29, determine the total number of solutions modulo n to
and enter it below. (Note that 29 is prime.)
Type your answer...
z² 7 (mod n)
=

Transcribed Image Text:Let n
=
33, determine the total number of solutions modulo n to
= 1 (mod n)
and enter it below. (Note that 33 is not prime.)
Type your answer...
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