The solution of the following system is (1, -7). Find A and B and put them into the system of equations. Ax-3y = 36 x-By = 29 Write the system of equations using the values of A and B. = 36 = 29 (Simplify your answers. Do not factor.) …….

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Q: Solve the system of equations using the addition method. 8x-7y=5 32x-28y=35

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Q: CI 50₁ 551 +1₂ +42 -313 +213 -7

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Q: Solve the system of equations by the addition method. x-5y= -8 -x+ 2y = 2

A: From the provided information, The equations are given as: x – 5y = -8 ……(1) -x + 2y = 2 ……..(2)…

Q: Solve the system. — 2я — 6у — —14 - | — За — 9у — — 19 - -

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Q: The sum of two integers is -28. One integer is 16 less than the other. Solve a system of equations…

A: The sum of two integers is -28. One integer is 16 less than the other.

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A: We have to find solution

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Q: Find the solution of the system of equations. -2x 5y = -12 10x 4y = 2 Submit Answer

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Q: Solve the system by elimination. 2x+ 8y = 6 -5x - 20у = -15

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