Math  /  Algebra

QuestionConsider the following system of equations and its graph: {4x3y=43x+y=8\left\{\begin{array}{ll} -4 x-3 y & =4 \\ 3 x+y & = \end{array}-8\right. A) What is the solution of the system?
Answer: (x,y)=((x, y)=( \square 4-4 4 \square B) In the boxes below, enter either the letter A or B to match the equation to the graph shown. \square 4x3y=4-4 x-3 y=4 a. Graph A \square 3x+y=83 x+y=-8 b. Graph B

Studdy Solution
The solution to the system of equations is (x,y)=(4,4)(x, y) = (-4, 4).
Graph A is 4x3y=4-4x - 3y = 4, and Graph B is 3x+y=83x + y = -8.

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