Solve.
-$x = \frac { w + y + z } { 6 }$ for $y$
A) $y = 6 x - w - z$
B) $y = 6 x - 6 w - 6 z$
C) $y = x - w - z - 6$
D) $y = 6 x + w + z$

Name: Solve. -$x = \frac { w + y + z } { 6 }$ for $y$ A) $y = 6 x - w - z$ B) $y = 6 x - 6 w - 6 z$ C) $y = x - w - z - 6$ D) $y = 6 x + w + z$
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Question

Quizplus · Accepted Answer

To solve for $y$, multiply both sides by 6 to get $6x = w + y + z$, then subtract $w$ and $z$ from both sides to isolate $y$, resulting in $y = 6x - w - z$.

Solve - x=w+y+z6x = \frac { w + y + z } { 6 }x=6w+y+z​

Solve
- $x = \frac { w + y + z } { 6 }$