Find the inverse of 35 under mod 233(if exixts), by using Euclid's Algorithm?

Q: Q1. Find the multiplicative inverse of 29 modulo 1137. Write down all steps of your computa- tion.…

A: For any two arbitrary integers a and n, if the existence of another integer b is established so that…

Q: Find the inverse of the congruence 6x = 1 (mod 29) using Euclidean algorithm. (Show your work)

A: The given problem is to solve the given modular equation by find the inverse of congruence using the…

Q: Use Fermat's Little Theorem to compute 51990 mod 7.

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Q: Use the two-pass Euclidean algorithm method to find an inverse of 133 mod 244.

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Q: 12. Use the Extended Euclidean Algorithm to find the multiplicative inverse of 23 mod 111.

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Q: Compute 2021^2021(mod 1000). The answer is 421. Show the work.

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Q: Find the inverse of 17 mod 26 by using Euclid's Algorithm?.

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Q: Use 672 = -1 mod 449 and Hermites' algorithm to find a pair of positive integers s and t such that…

A: Given :          s2 +t2 = 449672 = -1 mod449

Q: Where would 129 be on a mod 13 clock (which goes from 0 to 12)? What is the remainder…

A: Where  would  129  be  on  a  mod  13  clock  (which  goes  from 0 to 12)? What is the remainder…

Q: Use the Euclidean Algorithm to verify that 935 is an element of U(10192). Then use the reverse…

A: Given number is 935 and the given group is U10192. Now computing the GCD of 935, 10192 using Euclid…

Q: Use Euclid's Algorithm to find a multiplicative inverse of 23 mod 75. Once found, solve the linear…

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Q: Use Euclid’s algorithm to find a multiplicative inverse of 19 modulo 45, and hence solve the linear…

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Q: A. Show that if gcd(a, 65) = 1 then a 1 (mod 55). В. Use the binary exponentiation algorithm to…

A: A) Given that, gcda,65=1 To find : a24≡1mod 65 Fermat's theorem states that ," If P is a prime…

Q: Use square and reduce algorithm to compute 12377(mod 322). Show that the answer is 93.

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Q: Find 1112 mod 13.

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Q: Using Euclid's Algorithm, what is a multiplicative inverse of 23 mod 75 and then solve 23x is…

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Q: Compute 386 mod 89.

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Q: Use Fermat’s little theorem to evaluate 9200 mod 19.

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Q: Find the inverse to 2 by using the Euclid's algorithm  2 mod

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Q: Find the inverse of 9 mod 11 using Euclidean algorithm

A: In this question, we find the inverse of 9 mod 11 using the Euclidean algorithm. we use the formula…

Q: Find a number a such that 70a = 1 mod 17.

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Q: Find the inverse of 47 mod 30 or 47 x = 1 (mod 30)

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Q: we have 1529 MOD 83 = 2 Find the inverse to 2 by using the Euclid's algorithm

A: The given expression is 1529 mod 83=2. We have to find the inverse of 2 by using Euclid's algorithm.

Q: List all the * = 10.

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Q: Find the inverse of the congruence 6x = 1 (mod 29) using Euclidean algorithm.

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Q: Find the inverse of 79 mod 191 using the Extended Euclidean Algorithm

A: The symbol qi stands for the quotient obtained in step i. We'll calculate the auxiliary number pi as…