Math  /  Algebra

QuestionSolve the system. Explain your choice of solution method. 5x2y=43x4y=22\begin{array}{l} 5 x-2 y=-4 \\ 3 x-4 y=-22 \end{array}
Explain your choice of solution method. A. The substitution method is the best choice because one of the equations is already solved for the variable. B. The substitution method is the best choice because both of the equations are already solved for constants. C. The elimination method is the best choice because the coefficient of yy in the second equation is a multiple of the coefficient of yy in the first equation. D. The elimination method is the best choice because the coefficient of xx in the second equation is a multiple of the coefficient of xx in the first equation. E. The substitution method is the best choice because one of the variables in one equation has a coefficient of 1. Help me solve this View an example Get more help . Review Proaress

Studdy Solution
Verify the solution by substituting x=2 x = 2 and y=7 y = 7 into the second original equation:
\[ 3(2) - 4(7) = -22 $
\[ 6 - 28 = -22 $
Both sides are equal, confirming our solution is correct.
The solution to the system is:
\[ (x, y) = (2, 7) $

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