Find the integer that satisfies: 30x4 ≡ 12 (mod 67)

Q: Find the answer of -16 mod 5

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Q: 2x = 29 (mod 27)

A: 2x=29-1  mod 27 Now, simplify the given relation, 2x=129  mod 2758x=1  mod 27

Q: Find the solution to 34x = 77(mod 89) that is positive and less than 89.

A: given that                                          34x≡77 (mod 89) we have to find positive…

Q: the number of incongruent solution of the congruence 8x = 10(mod6) is: 4. 8.

A: The given question is solved below.

Q: Find all solutions of the congruence x2 ≡ 29 (mod 35).

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Q: just give the handwritten solution. Solve the congruence: 7x^5 congruent to 6(mod 17)

A: The solution is given below

Q: Solve the congruency by finding the inverse: 7x = 9(mod 43)

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Q: Name all integers from -100 to 100 that are congruent to -1 modulo 25!

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Q: Find all values of x (using congruent notation) for 35x ≅ 3 (mod 89)

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Q: Find all solutions in {0, 1,2, ..., 12} to x26 + 15x13 = 12 mod 13.

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Q: Find the four solutions of x* = 1 (mod 13).

A: Since you have asked multiple questions we will solve the first question for you .To get any…

Q: which of the below integers is congruent to 6 modulo 12 O 40 O 34 O 30 O none

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Q: the number of incongruent solution of the congruence 8x 10(mod6) is:

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Q: Solve 57x ≡ -3 (mod 50) for x

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Q: the number of incongruent solution of the congruence 8x =10(mod6) is: 8) 4

A: Thanks for the question :)And your upvote will be really appreciable ;)

Q: Find the solutions of the congruence 15x2 + 19x ≡ 5 (mod 16).

A: Congruence modulo relation on integers:Let a,b∈Z and let m be a fixed positive integer. Then we say…

Q: Solve each equation for x.  5x ≡ 2, (mod 7), x, (mod 7) 7x + 1 ≡ 4, (mod 11), x, (mod 11)

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Q: Solve the equation 5x = 13 (mod 18)

A: Given: To solve: the equation 5x4≡13mod 18Formula: a≡bmod cis equivalent to saying by Euclid's…

Q: Find an integer A so that: A79 = 7 (mod 277) Please solve step by step thanks!

A: Given an equation. Let's solve for A.

Q: Solve the congruence: 341x ≡ 2941 (mod 9).

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Q: Find all incongruent solutions - if exist - for the congruence: 36x = 96 mod 156

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Q: which of the below integers is congruent to 6 modulo 12 O none 40 30 34

A: 30

Q: Solve the congruence x² +1 = 0 mod 13°.

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Q: Is 17 congruent to 4 modulo 6.

A: 17, when divided by 6, leaves remainder 5

Q: Which pairs of the integers -11, -8, -7, -1, 0, 3, and 17 are congruent modulo 7?

A: -11≡3 (mod 7) holds  Since -11-3 = -14 is divisible by 7 and leaves remainder 0. -7≡ 0 (mod 7)…

Q: the number of incongruent solution of the congruence 8x = 10(mod6) is: 1. 4 2) 8)

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Q: Solve the congruence: 6x ≡ 4 (mod10)

A: The congruence could be written as,

Q: Which value of x satisfies x= 233 (mod 7)? O 495 o 699 o 424 o 352

A: 352

Q: b) Determine whether or not x? = 85 (mod 97) has a solution.

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Q: the number of incongruent solution of the congruence 8x = 10(mod6) is:

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Q: Find the solutions of the congruence 15z + 19x = 5 (mod 11)

A: This question is related to Number Theory

Q: Solve the congruence x² = 9 (mod 600).

A: Given congruence is x2≡9 mod 600

Q: Find all solutions of x = 10 (mod 133).

A: A congruence of the form, f(x)≡0(modm), where f(x)=anxn+an-1xn-1+...+a1x+a0, ai=0,1,2,...,n is…

Q: . Find the value of 876,543,218,765,432,187,654,321 (mod 11) 10

A: To find the value of 876,543,218,765,432,187,654,321(mod11)

Q: Give all non-negative solutions for 10r =-17 mod 4.

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Q: Find all solutions for 10x = 14 mod 1008

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Q: Find all solutions of the congruence x2 ≡ 16 (mod 105).

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Q: Find an integer x that satisfies the equation. 5* = 4(mod 11) 17x?=10(mod 29) i. %3D ii.

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Q: Solve the congruence 9x   21 (mod 33).

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Q: 7x =4 (mod 12).

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Q: In(n² = n(mod 10)), domain is the set of positive integers.

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Q: Number theory

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Q: Find all solutions of 3* = 17 (mod 224)

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Q: Find all integers, n, where -15 ≤≤ n ≤≤ 15 which make 15 ≡≡ n mod 4  (4 points) Show all your work:…

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Q: Does ?2 ≡ 23 (mod 79) have any solutions. Justify your answer using the Legendre symbol.

A: Note that the congruence X^2= 23 (mod 79) will have solution if and only if 23 is a quadratic…

Q: Use the repeated squaring method to calculate the following: 16^10 (mod 230)

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Q: The number of mutually incongruent solution(s) of 307x = 83 (mod 360)

A: BY THE DEFINITION OF Modulus congruence Modulus congruence means that both numbers, 16 and 21 for…

Q: Solve for a a ≡ 13 mod 5353

A: To solve  a ≡ 13 mod 5353