A. Determine if there exists at least one primitive root modulo 105. If so set a = 1 and if not set a = : 0. B. Determine if there exists at least one primitive root modulo 137. If so set b = 1 and if not set b = 0. C. Determine if there exists at least one primitive root modulo 185. If so set c = 1 and if not set c = 0. Enter the digits abc below. (For example, if all of them have primitive roots, the a = b = c = 1 and you should enter 111.) Type your answer... Determine the order a Type your answer... = 7 modulo n = 24.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Intro to Elementary Number Theory Homework Problems.

 

A. Determine if there exists at least one primitive root modulo 105. If so set a = 1 and if not set a = : 0.
B. Determine if there exists at least one primitive root modulo 137. If so set b = 1 and if not set b = 0.
C. Determine if there exists at least one primitive root modulo 185. If so set c = 1 and if not set c = 0.
Enter the digits abc below. (For example, if all of them have primitive roots, the a = b = c = 1 and you should enter 111.)
Type your answer...
Transcribed Image Text:A. Determine if there exists at least one primitive root modulo 105. If so set a = 1 and if not set a = : 0. B. Determine if there exists at least one primitive root modulo 137. If so set b = 1 and if not set b = 0. C. Determine if there exists at least one primitive root modulo 185. If so set c = 1 and if not set c = 0. Enter the digits abc below. (For example, if all of them have primitive roots, the a = b = c = 1 and you should enter 111.) Type your answer...
Determine the order a
Type your answer...
=
7 modulo n = 24.
Transcribed Image Text:Determine the order a Type your answer... = 7 modulo n = 24.
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