1. A+B (mod 173) 2. C-D (mod 432) 3. 23 x E (mod F) 4. G+5 (mod 7) АВМ 1А A B C E F G Hannah 7550 7897 1333 5670 76 79 12

Q: 46. Find the order of 7 modulo 172.

A:

Q: Let c, a, B be nonzero real numbers such that c + B. Find a given that 132n 3 8 ac? c-B" Türkçe: c,…

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Q: Solve 271044 = ... (mod59)

A:

Q: 32+104 ≡ x(mod5) How do you solve these?

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Q: Answers for Question #2: > (pipo.cl<-confint(mod.type)[1,])    2.5 %   97.5 % 1575.564…

A: The mean elevation ranges for each species are as follows:For pipo.cl: [1575.564, 1864.473]For…

Q: (73 – 98)(mod 3) = (mod 3)

A: GIiven, a expression using modulo function.

Q: If x108 = 1(mod 109) then possible value of x is (а) 108 (b) 218 (c) 109 (d) None c Select one: • bx…

A: Find the possible value of x If x108= 1(mod109).

Q: True or False?  80≡5 (mod 17)

A: Given that  80≡5 (mod17)

Q: 21 Q1/ If A = |3 -2 5|,then |A| is [2 [4 3 4 6. -120 О 10 О 110 * Q2/ If |A| = 3,then |A*| is O 12…

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Q: /24xy Simplify 3ry O 2/2 O 2yv2 O 8ry O 2ļy|/2

A: Given: 24xy33xy

Q: If x98 = 1(mod 97) then possible value of x is of (a) 97 (b) 194 (c) 90 (d) 291 (е) None of these O…

A:

Q: 2. Euclidean Algorithm Use the Euclidean algorithm to find gcd(12345, 678).

A: We need to find the GCD(12345,678)=?

Q: If you multiply n whole numbers (even or odd) when is the answer odd? Translate into multiplication…

A: If we multiply whole numbers, the pattern is as follows: Even × Even=Even Even × Odd=Even Odd ×…

Q: 7. 2,7. 7 5 5 5 x?.- x² + x2 (5 – + 1 +1) 고은 + x2•1

A: Given,

Q: If a = 17 (mod 3), then what is the remainder of a when divided by 3? Enter the numerical value.

A:

Q: True or False?  −29≡5(mod 17)

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Q: 6. Solve the equation x + 3x + 17 = 0 (mod 21)

A: The Chinese reminder theorem:                    Let p and q are coprime. Then the system equations…

Q: 4z Which expresslon is equivalent to 3z z2 - 3z + 2 when z + 0, z #1, and z 6 422 3(z 2)? |3- 3(z 2)…

A: The given expression is: Since multiplication is the inverse process of division. That is,

Q: (a) Find all solutions r to the congruence 341x = 16 mod 912

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: Hellcopter Trip Whale Watching Adventure Volcano Tour Hours Cost ($) Hours Cost ($) Hours Cost ($)…

A: We can use linear equations to solve these types of problems. There are different methods available…

Q: Simplify (42-67)(mod 3). (42-67)(mod 3) = (mod 3)

A: Here we have to find the value of(42-67)mod 3

Q: 22 + 4x +1 State the excluded values from the domain of 3 – 2x2-8x Submit Question

A: Solution: Here

Q: Let m be fixed positive integer. Then an integers ais congruent to an integer b modulo m, if: a-blm…

A: for a is congruent to b modulo m if n divides a-b. for eg 16 is congruent to 4 modulo 6 because here…

Q: Solve x2+3x+2 is congruent to 0 (mod 55)

A: 55=5×11 and gcd(5,11)=1, hence they are co-prime.The given system of equation x2+3x+2≡0mod 55 is…

Q: Hanb(mod n) and b c(mod n) then which of the following is trae. (a) anc (mod n) () 2=c(mod n) (c)…

A:

Q: The remainder when aa is divided by 77 is 22 and the remainder when bb is divided by 77 is 55. (So a…

A: Given:          a≡2 mod(7)  and b≡5 mod(7)

Q: 2. Find the root of the function/ (Take the tolerance as 0.01) 4 by using the Newton-Raphson Method.

A: The given problem is to find the approximate root of given function using the Newton raphson method…

Q: 5. Find an integer x between 0 and 776 such that x 13 (mod 21) x = 5 (mod 37)

A: Set N = 21 × 37 = 777. Then , m1  = N/21 = 777/21 = 37 and m2 = N/37 = 777/37 = 21 Now we need to…

Q: 1/25/22, 11:47 AM What value is equivalent to the expression shown? 32.43. 576 1152 288 756 Which…

A:

Q: Q-2: a) Four married couples have bought 8 seats in the same row for a concert. In how many…

A: Note: We’ll answer the first question since the exact one wasn’t specified. Please submit a new…

Q: Using appropriate methods, reduce (i) 419 mod 47, (ii) 141-10156 mod 47, (iii) 483 mod 47, (iv) (419…

A: We have to reduce the following congruent equation.

Q: C 1 a b (b²+ c²) mod 2 = ?, a, b, c EN - {0}

A:

Q: 4. Find the smallest positive odd integer n such that o(n) 7680 n 12121 You should do this by a…

A: We have to find the smallest positive odd integer n such that

Q: 5(mod

A:

Q: 2x² + 3x = 14(mod19) X = * (mod19)

A: Given,            2x2+3x≡14 (mod 19).