Find the solution to the system of equations: X - 2y + z = -8 y + 2z = -2 x+y+3z=-6 X || y = 2 =

Q: X=y-4 1-2r+3y 6

A:

Q: Solve the system in anyway: y = 3x - 2 and y - 2x = -5 O(-7, -19) O(-3, -11) O(-3, -7) O(-7, -23)

A: The given system of equations is  y = 3x - 2      ..... 1 y - 2x = - 5      .... 2

Q: Solve the system: 2a + 6b + 5d + 2e − 5 = 0 4a + 11b + 8c + 5e = 7 a + 3b + 2c + d + e + 2 = 0 3b −…

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Q: sove the system :- x1-x3=8,2x1+2x2+9x3=7,x2+5x3=-2

A: By the variable elimination procedure we can solve the equation.

Q: Solve the system: 2a + 6b + 5d + 2e − 5 = 0 4a + 11b + 8c + 5e = 7 a + 3b + 2c + d + e + 2 = 0 3b −…

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Q: Graph the system and give one ordered pair that is a solution. 3x – 2y < 8 (y-1<x 3 X.

A: We have to find the graph

Q: from the linear system: a - 7b   + 6d  = 5           c - 2d   = -3                0     = 0 find…

A: Given system of linear equations is a-7b+6d=5c-2d=-30=0 This system can be re-written as…

Q: Solve the system x 2x 8x +y -4y -10y -16 10 -2

A: To solve the following system.

Q: 52х + 67y + 46z %3D 175 67х + 73у + 54z %3D 194 46х + 54y + 65z %3D 165

A:

Q: Solve the system

A: Given equation of system are: 3x+y=6......(1)6x+2y=12......(2)

Q: Solve the system: -x+y+z = -1 x-2y+z = 7 4x+2y-2z = -4

A: Given the equations,         -x + y + z = -1          x - 2y + z = 7        4x + 2y - 2z = -4

Q: Find all solutions to the following system of equations: X1 + x2 + 3x3 = 2 %3| X1 + x3 = –1

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Q: x2y3z=-4 3y + 3z = 3 3x + y 3z = -6

A:

Q: Solve the system: I+ 2y = 1 2x-y+z = -4 3z +5y-2z = 11

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Q: Is (-1, -4) a solution to this system of equations? y = -4 y = 3x – 1 yes no

A:

Q: C. Solve the system: 2x - 3y + 5z - w = 3 x - 4y + 3w = 11 4y3z + 2w = 0 5x - 2y + 4z - 4w = -1

A:

Q: x-2y3z=0 3y + 3z = 0 3x + y 3z = -3

A:

Q: x-2y3z=6 3y + 3z = -3 3x + y 3z = 14

A:

Q: Solve the system -2x-9y=-4 3y-3z=0 6x-6z=1

A: From 3y-3z=0 if we factor out 3 then 3(y-z)=0Or, y-z=0Or, y=z