Please teach how to solve not just solve Now suppose: Z₁ = y₁ + 2y₂ Z₂ = 2y₁ + 3y2-y3 Z3 = Y/₁ +Y/₂ Y₁ = x3 Y/₂ = 2x₂ + x3 Y3 = x1 + 3x2-x3 Express x₁ in terms of Z₁, Z₂, Z3; X₂ in terms of Z₁, Z₂, Z3; and x3 in terms of Z₁, Z₂, Z3. Be sure to state all assumptions and do and show essential calculations.

Q: 1/2x +1/5 y  =5 1/8x-2/5y=-1 solve

A:

Q: 2x+2y-3z=5 X-y+2z=8 3x+5y-8z=-2 Reduce echelon form to solve

A:

Q: Solve: 2x + y + z + x + 2y + Z + X + y + 2z+ y + y+z+ X + x + W= W = 4 W : 5 W 6 W = 7 u + 2w = 8 u…

A: here we have to find the value of 'w'.

Q: Solve by Gauss Elimination and Back substitution 24. 3x-2y + z - 13 -2x + y + 4z - 11 x + 4y - 5z…

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Q: 1 Explain if the point ( -2, 4) is a solution to the sytesm 3x + 4y = 10 and - 3x + y = 15 2

A: System of equations solution.

Q: (x² +2y2- 11x- 3y + 31 = 0 x+y+4 3D0

A: Given equations: x2+2y2-11x-3y+31=0              (i) -x+y+4=0              (ii)

Q: Solve for A, B, C and D in the equation A B Cx + D %3D x² (x² + 1) x2 +1

A:

Q: Solve using Gaus-Jordan -3x-8y-z=-74 x-5y+4z=-7 -9x+y+z=-23

A: First of all, create the augmented matrix.

Q: Solve the equation -2 = √6s-8. Show your work in the sketch box. Make sure you show the check.…

A: Given query is to find the solution.

Q: Solve for x, y and z from x-2y+3z = 7 2x+y+z 4 -3x+2y-5z = -13 =

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Q: Solve y -x + 2y z = ++ W W 2z+ -Z + W 3z + 5w W 1242 2 4 = 2

A: To solve the equation.

Q: 9x+y=2 -4x-y=-17 solve for x and y show work

A: To solve for the variables

Q: Vx – 3Vx – 4 = 0

A:

Q: 4y x + 4 6(y-1) 4x -2

A:

Q: Solve y + y + 2z + 3 w 1 -a + 2y 3z + 5w = 1 y = 2.

A:

Q: Solve X + Z + 2W Z= y – 2z - x + 2y - z 2x + y + 3z- || 2w = 6 -3 -2 0

A: We  can solve the given system of equation by using the elimination method.

Q: 9. Solve using u-substitution: 2x-2 + 5x-1– 12 = 0

A: Given 2x-2+5x-1-12=0 Solve using u- substitution