Consider the following system of equations: 3x + 2y = −12, −x + 4y = 7 (a) Solve the system using Cramer’s rule. (b) Solve the system using the inverse of A. Please show all of the work.

Q: Solve the system, if possible, by using Cram er's rule. If Cramer's rule does not apply, solve the…

A: Explanation of the answer is as follows

Q: Solve the system of linear equations using CRAMER'S RULE. x + 2y + 2z = 5 Зх — 2у + z 3 -6 2х + у —…

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Q: (Solve the system by cramer's rule and find (X 3X - 2Y = 17 5X + 3Y = 3

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Q: Use the inverse found in Exercise 1 to solve the system 8x1 + 6x2 = 2 5x1 + 4x2 = -1

A: To Determine: use the inverse to solve the system of equations. Given: we have a system of equations…

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Q: Use Cramer’s Rule to solve the system.

A: Given: 7x+2y=02x+y=-3

Q: o 4: (a): Solve the system by inverse method and verify your answer -11+ 4x1 – 3x2 + x3 = 0 -4x3 +…

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Q: Solve the system of equations using Cramer’s rule

A: The given system of equations are as follows2x+3y+4z=-18x-2y+z=44x+z=-19

Q: Solve the linear system by Cramer's rule method x - 3y + 7z = 13 x + y +z = 1 x- 2y + 3z = 4

A: Given, x-3y+7z =13x+y+z=1x-2y+3z=4 We have to find the value of  x, y and z  using cramer's rule…

Q: Solve the given system if linear equations using: Cramer's Rule x+y-z =0 -2x-y+2z = 1 3x+2y-3z=…

A: Topic = Determinants using Cramer's rulex=DxD , y=DyD ,  z=DzD ; D≠0 Consequently, if D = 0,…

Q: We can solve the system of equation X+2y+z=1 X-2z 3 by Cramers rule Select one: O True False

A: x+2y+z=1x-2z=3

Q: Q1- Solve the system by using inverse of matrix 3x + y+ 2z = 4 2x-y +z=-3 x+3y-z=5

A: 1) Given 3x+y+2z=42x-y+z=-3x+3y-z=5 Let A=3122-1113-1   X=xyz   B=4-35 AX=BX=A-1BX=1Aadj A.B…

Q: Solve the system using Cramer’s rule if possible. Hence find the solution set. 2y +x = 8 x −3y +z =…

A: In this question, we need to find the solution using Cramer's rule.

Q: For Exercise, solve the system by using Cramer's rule if possible. If Cramer's rule does not apply,…

A: The given system of equations are,

Q: Consider the system of equations. x + 2y = 8 -3x – 2y = 12 How do you solve the system of equations…

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Q: Solve the system, if possible, by using Cramer's rule. If Cramer's rule does not apply, solve the…

A: Cramer' s rule depends on the determinant of coefficient matrix .It is very efficient method to…

Q: For Exercise, solve the system by using Cramer's rule if possible. If Cramer's rule does not apply,…

A: As per Cramer's Rule, Here, D is given by: D=0 Hence Cramer's Rule cannot be used here.

Q: 15. Solve the system. 8x + 9y = 13 13x – 8y = –52 %3D %3D -

A: Given that        The system is        8x + 9y = 13       3x - 8y = -52

Q: Q1- Solve the system by using inverse of matrix 3x + y + 2z = 4 2x-y +z=-3 x+3y-z=5

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Q: Solve the system by cramer's rule and find ( * X) 5X+ 3y = 7 3X+ 2y = 5

A: Given, System of equation : 5x+3y = 7 3x+2y =5 we need to calculate the value of x and y using…

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A: If system of linear equation is given, a1x+b1y=c1a2x+b2y=c2 So using Cramer's rule, x=DxD,…

Q: Solve the system by cramer's rule and find (X) 3X-2y = 17 5X+ 3y = 3

A: We will find the corresponding determinants and then find X & Y using Cramer's formula.

Q: Use Cramer's Rule to solve the following system of equations. x + y + z = 3 3x - 4y + 5z = 4 x + 2y…

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Q: Consider the system of equations. 2+y=3 -3z+4y= 23 How do you solve the system of equations with…

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Q: Use Cramer's Rule to solve the system of equations 4x, +4r2 -a3 -3r, -4r2 +23 -2r2 +*3 4 = -2 -4

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Q: Solve the system of equations by using Cramer's Rule. 3x + 2y + 4z = 3 x+ y +z= 2 2x - y + 3z =-3…

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Q: Solve the following system of equations by determining the inverse of the matrix of coefficients and…

A: As per Bartleby's answering policy, we can answer only one question with a maximum of three subparts…

Q: Solve each system using Cramer's Rule. 5A. 3x + 5y + 2z = -7 -4x + 3y – 5z = -19 5x + 4y – 7z =-15

A: We know that if we have a 3×3 system of equations- a1x+b1y+c1z=d1 a2x+b2y+c2z=d2 a3x+b3y+c3z=d3 Then…

Q: Solve the system of linear equations by using Cramer's Rule. 5x-2y =-7 -x+2y - 42 =1 - 3x+y+2z =5

A: Find the value of x,y,z

Q: 3. Solve the system by Cramer's Rule. x + 3z = -1 y – 4w = 5 2y + z + w = 0 2x + y + 5z – 4w = 4 -

A: A detailed solution is given below.

Q: Use Cramer's Rule to solve the system. S2x + 6y = -1 x + 8y = 2

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Q: 3x -y - 2z = 1 -x + 6y -3z = 0 -2x-3y + 6z = 6

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Q: Given the system of equations, use Gauss elimin-

A: Given,         -3x2+7x3=2 x1+2x2-x3=3       5x1-2x2=2

Q: 2. Solve the system by Cramer's Rule. 2x + 3z = -1 y – 4w = 5 2y + z + 3w = 0 2x + y + 5z – 4w = 4 -

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Q: Use Cramer's Rule to solve the system of equations +4r2 -a3 -3r, -4r2 +x3 -2r2 +x3 4. -2 4.

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Q: Solve the system (2+i) z1+iz2 = 1-i 12321-322 = -1-7i

A: Given: Now,            2+iz1+iz2=1-ii23z1-3z2=-1-7iSubstitute…

Q: Use Cramer’s Rule to solve the system.

A: 2x+y=-4y-2z=03x-2z=-11 Here, D=2  1  00  1-23  0-2,  Dx=-4  1   00  1 -2-11  0 -2,  Dy=2  -4  00…

Q: For Exercise, solve the system by using Cramer's rule if possible. If Cramer's rule does not apply,…

A: We will write the matrix using the coefficients of x and y. And we find the determinant of it

Q: Solve the system by using Cramer's rule. Зх — 5у %3D 7 11x + 2y = 8

A: We first find the determinant of the matrix made by the coefficients of x and y

Q: Given the system 3x-6y=0 x-3y D0 The system can be solved by Cramer's rule and it has a unique…

A: Given system 3x-6y=0x-3y=0

Q: Solve the system by cramer's rule and find ( * (X 3X-2у %3D 17 5X+ 3у — 3 X= 4 a O X= 3

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Q: Solve the system [] d -1 t + X1 dt x2 -1 X2 with x1(0) = 1 and x2(0) = -1.

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Q: * Solve the system by cramer's rule and find (X) 5X- 2y = -1 2X+3y 3

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Q: Use Cramer’s rule, whenever applicable, to solve the system.

A: Given equations - 7x-8y = 94x+3y =-10According to cramer's rule, x = DxDy = DyDD = 7-843 = 7×3--8×4…

Q: Solve the system using Cramer's Rule. 4x 5y = - 14 3x - y = 1

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Q: Use Cramer's Rule to solve the system of equations Зх — 2у +z %3D 9 х — 2у — 2z %3D -5 x – 4z + y =…

A: Cramer's rule uses determinants to solve a system of equations. There are three variables to be…