Solve by elimination.
-$6 x+9 y=27$
$4 x-6 y=-18$
A) $(-1,4)$
B) No solution
C) $(0,3)$
D) $(0,4)$

Name: Solve by elimination. -$6 x+9 y=27$ $4 x-6 y=-18$ A) $(-1,4)$ B) No solution C) $(0,3)$ D) $(0,4)$
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Question

Quizplus · Accepted Answer

By multiplying the second equation by 1.5, we get $6x - 9y = -27$. Adding this to the first equation results in $0 = 0$, indicating the equations are dependent and have infinitely many solutions along the line $y = 3 - \frac{2}{3}x$. The point $(0,3)$ satisfies both equations.

Solve by Elimination 6x+9y=276 x+9 y=276x+9y=27 4x−6y=−184 x-6 y=-184x−6y=−18 A) (−1,4)(-1,4)(−1,4) B) No Solution C)

Solve by Elimination $6 x+9 y=27$ $4 x-6 y=-18$ A) $(-1,4)$ B) No Solution
C)