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![SOLVED: Question 1 [10 points]. Modular Arithmetic: Compute the following without a calculator. SHOW YOUR WORK. i. 143 * 178 mod 12 (Hint: a*b mod c = ((a mod c) * (b](https://cdn.numerade.com/ask_previews/b4a52ef3-e277-4673-a08e-105f0db217aa_large.jpg "SOLVED: Question 1 [10 points]. Modular Arithmetic: Compute the following without a calculator. SHOW YOUR WORK. i. 143 * 178 mod 12 (Hint: a*b mod c = ((a mod c) * (b")
SOLVED: Question 1 [10 points]. Modular Arithmetic: Compute the following without a calculator. SHOW YOUR WORK. i. 143 * 178 mod 12 (Hint: a*b mod c = ((a mod c) * (b
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SOLVED: Question B1: In modular arithmetic,it is much more practical to work with large exponents than it is in ordinary integer arithmetic. Consider, for example, the process of computing 759. The full
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Modular arithmetic made simple with calculator hacks to easily perform operations on modular arithmetic. Check my channel for more on YouTube at Regal... | By Regal Learning Hub | Facebook
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Modular Arithmetic Tables - Wolfram Demonstrations Project
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