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accepted Calculating the Modular Multiplicative Inverse without all those strange looking symbols
Sep
24
comment Does $\gcd(40,80)$ = $40$ or $20$
This is a much longer answer than the one I intended to accept when I asked you to turn the comment into an answer, but I accept anyway.
Sep
24
revised Calculating the Modular Multiplicative Inverse without all those strange looking symbols
Programmer Code Layout
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suggested suggested edit on Calculating the Modular Multiplicative Inverse without all those strange looking symbols
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24
comment Calculating the Modular Multiplicative Inverse without all those strange looking symbols
That is good to know. I would still like to know how I could calculate this myself.
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accepted Does $\gcd(40,80)$ = $40$ or $20$
Sep
24
comment Calculating the Modular Multiplicative Inverse without all those strange looking symbols
I would like to keep it to the basic functions plus, minus, divide, remainder (modulus), power-of, and if I have to repeat a function many times to get to the final result, I can program that in no problem. If additional functions are necessary, that is fine. I am not sure what I need, but the Modular Multiplicative Inverse and Extended Euclidean are not something I understand. I am hoping that getting the mod_inverse can be broken down to a lower level. The calculator I am using is just a programming language that is capable of mod_inverse directly, but I would like to know what tha means.
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asked Calculating the Modular Multiplicative Inverse without all those strange looking symbols
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comment Does $\gcd(40,80)$ = $40$ or $20$
@André, Please make that an answer so I can accept.
Sep
24
revised Does $\gcd(40,80)$ = $40$ or $20$
edited title
Sep
24
asked Does $\gcd(40,80)$ = $40$ or $20$
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12
awarded  Editor
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12
revised How can I systematically find a solution to this problem?
Fix broken sentence in title
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12
suggested suggested edit on How can I systematically find a solution to this problem?