Solue for System of equations 4x₁ - x₂ + 3x3 = 12 + 9x3 = -5 2 xi t 4x2 + 6x3 = -32 a) (2,7₁) b) (2,7, 1) c) (2₁-7, -1) d) (2, -1, 1)

Q: solve -49. (a) V32 + V18 (b) V75 + V48 50. (a) V125 + V45 (b) V54 - V16

A: Since you have submitted two questions, we'll answer the first question. For the second question…

Q: Solve the system of equations 5x-9y=-265x−9y=−26 and -2x+3y=11−2x+3y=11 by combining the equations.…

A: Solve the following

Q: etermine the solution of the system of equations 2x1 - x1 -5x1 + - x2 3x2 x2 + + x3 = x3 = 2x3 = -5…

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Q: What are the solution(s) to the system? y=x²+2x+3 y = 4x + 11 A (1, 15) B C D (-2, 3) only (-2, 3)…

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Q: Find the complete solution to the system of equations: -8r4 = 14 2x1 4x1 +4r2 +8r2 +3r3 +8r4 +2x5 =…

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Q: 1 X2 X3 X4 1) Solve the system +s x1 X1 +x2 x2 + x3 x3 +x4 +x4 = 느 = 4 45 .-5 -4 5

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Q: Solve the system x1 = x2 = x3 = X4= X1 3x1 -> A F - +2x3 -2x3 x2 -3x2 +16x3 -X2 +2x3 +3x4 - 2x4…

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Q: What are the solution(s) to the system? y = x² - 2x +4 y = 3x + 10 A B C D (6, 28) only (-1,7) only…

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Q: 9) -8x - 6y=5 4x + 3y = -4

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Q: -5- -5 --5-

A: Intersection point is the point at which the lines meet each other.

Q: Solve the system of equations: x2 + y2 = 25, and x2 - y2 = 25.   (5, 0), (5, 5) (5, 0), (-5, 0)…

A: the given system of equations can be solved using Elimination Method

Q: Solve: 6x2 11 (a) (-2,2) (b) (-2,∞) -8 (c) (-∞, -3²) U (2,0 (d) (-∞, -2) U (2,00) ê

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Q: y=-5x-1 y=x^2-1 Find all ordered pair(s) to the system of non-linear equations

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Q: Solve the system 1 X2 = x3 +s 1 +#2 -5x3 4x1 +52 +3x3 -2 -9

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Q: Solve the system X1 X2 X3 X4 +8 x1 x1 +x2 X2 +x3 x3 +x4 +x4 4 -5 -13

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Q: x1- 6x3 = 23 4x1+4x2-11x3 = 73 2x2+3x3 = 1   What is the unique solution of the system"

A: Solution

Q: x=2y+5y=(2x-3)(x+9)

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Q: identify a solution to this system of equations "-4x+3y=23" x−y=-7

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