Solve each system by wrapping y=-3x+4 y=3×-2

Q: 2. y=-x+5 2. у 3 y= 3x- 2 y 4- 3. 2.

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Q: Solve each system by graphing. 1) y=--x+3 y= 2x - 4

A: Given,          y=-13x+3          y=2x-4

Q: Use the method of undetermined coefficients to solve the given system

A: According to question, X' = 1-441X + 4t+9e6t-t+e6t

Q: Y=x*-2x+3

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Q: 3) 5x - y = 0 3x + y = 24

A: x = 3and y = 15   explanation is given in below step

Q: Solve the system 2x + 5y = -4, 3x - y = 11 by the substitution method.

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Q: 10. 7x- y=34 2x+3y =-10

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Q: Solve the system of equations by graphing  x+y=4 y-x=4

A: This question belongs to linear equations.we plot the given equation and the point of intersection…

Q: 3)-2x-4y 10 2x+ 4y -10

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Q: Use the method of substitution to solve the system.

A: Given that, y=10x+3    ----(1)y=-x+8   ----(2)

Q: Solve each system by graphing. 4 7) y=--x+2 3 y =-x-4

A: We have to draw graph of two straight line here .Intersecting point of these two line ( if any ) is…

Q: Solve each system  5x+2y=-13 -3x+y=10

A: Let Multiply equation 1 with "3" and equation 2 with 5 and add them both.

Q: 2. Solve each system of equations by graphing. 7. y=-x+4 y=-x-9 6- 10

A: Solve by graph calculate intercept

Q: Solve the system by elimination 30. x+y=4 -2x - y = 3

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Q: Solve each system by graphing. 1) y=-3x+4 y = 3x - 2

A: Solving the problem by graphing the given equations.   NOTE :: As per our Expert guidelines we are…

Q: Solve the system by elimination 4x-2y=8 5x-3y=9

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Q: solve each system by using the substitution method. x + y = 23 y = x - 5

A: The given system of equations are x+y=23               ...1y=x-5                  ...(2) Solve the…

Q: Solve the system by substitution> 4x-y=-8 2y-x=9

A: First of all, get the value of “y” in terms of “x” in equation (1) to get equation (3).

Q: Solve each system by graphing. 5 1) y=x+3 3 1 y=-x-3 3 4 94 X

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Q: Solve each system of equations by elimination. y=3x+13 y=7x+17

A: Topic = Linear equations

Q: Solve the system by back substitution 5x 2y + 2z = 1 2y 3z = 9 5z = - 25

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Q: x = -3 s + 3 2 1 0

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Q: b-X9 =人 X6--人

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Q: Solve each system by elimination. 1) x+2y= 4 -x- 4y =-14

A: We have to solve the system of equation

Q: Solve each system of equations by graphing 1. x + y = 5 2. A X7 y = 1 /y 4-92 1 2. -2 1. 60

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Q: Solve each system for substitution. 5x - y + z = 4 x + 2y - z = 5 2x + 3y - 3z = 5

A: The given equation of system are5x-y+z=4   ...(1)x+2y-z=5   ...(2)2x+3y-3z=5   ...(3)we…

Q: Solve each system by substitution. 5x + y = 7 and 4x - 5y = 15 -50 -47 ; y= 29 x = 29 -50 47 ;y= 29…

A: Topic  -  system of linear equation

Q: 10. 7x +2 y 24 8x +2y 30

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Q: solve each system by using the substitution method. x + y = 20 x = y - 4

A: Given system, x+y=20              ....(1)x=y-4                ....(2)

Q: Solve the system by substitution. y = 7x 45 - y = 2x

A: The given equations are: y=7x-45 and y=2x Let, y=7x-45    -1y=2x             -2

Q: Solve each system of equation by elimin 1. 1) –4x – 2y= -12 4x + 8 y = -24

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Q: Solve the system. y = x2 – x – 4 y = x + 4 DD and The solutions are

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Q: 4) 4x+ y=2 x- y = 3

A: Solving each system by graph.

Q: Solve the system: x-y=4 | x² - y = 9

A: Given that,               x-y=4      ....  (1)x2-y=9    ....  (2)

Q: Solve the system by the method of substitution. (If there is no solution, enter NO SOLUTION.) ** =…

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Q: 10. 7x-y=34 2x+3y =-10

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Q: 7. y=-2x+14 ソ: =D5x- -7

A: Given that y=-2x+14y=5x-7To find : value of x and y Solution :

Q: Solve each system a) 2x+3y-2z=5 x-2y+3z=2 4x-y+4z=1

A: Given,    2x+3y-2z=5 x-2y+3z=2   4x-y+4z=1

Q: 1) у--3x +4 y = 3x – 2

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Q: solve each system by using the substitution method. 5x - y = 9x = (1/2) y - 3

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Q: 15) = -6 5x+ y =-13 6x + 6y

A: 16.

Q: Solve the system by substitution. y = -2x + 28 y = 5x

A: Given, y=-2x+28y=5x

Q: 5x - 6y = 6 -5x + 4y =-14

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Q: Solve each system. Use y = x2 - 4x + 5 y= -x2 +5 a.

A: Since you have asked multiple questions in a single request, we would be answering only the first…

Q: 3x + 2y = 6 3x + 3 = y.

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Q: Solve each system by elimination. 5. 3x-2 y= 4 -2x +5y = 1

A: Dear student as per our rule in one session we can only solve one question. Please post the other…