Solve the equation for $x$.
-$x=(3 x-4)(2 k+1)$
A) $x=\frac{8 k-4}{6 k+2}$
B) $x=\frac{8 \mathrm{k}+4}{6 \mathrm{k}+4}$
C) $x=\frac{8 \mathrm{k}+4}{6 \mathrm{k}+2}$
D) $x=\frac{8 \mathrm{k}+4}{6 \mathrm{k}-2}$

Question

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The Answer of Solve the equation for $x$.
-$x=(3 x-4)(2 k+1)$
A) $x=\frac{8 k-4}{6 k+2}$
B) $x=\frac{8 \mathrm{k}+4}{6 \mathrm{k}+4}$
C) $x=\frac{8 \mathrm{k}+4}{6 \mathrm{k}+2}$
D) $x=\frac{8 \mathrm{k}+4}{6 \mathrm{k}-2}$

Solve the Equation For xxx - x=(3x−4)(2k+1)x=(3 x-4)(2 k+1)x=(3x−4)(2k+1) A) x=8k−46k+2x=\frac{8 k-4}{6 k+2}x=6k+28k−4​

Solve the Equation For $x$
- $x=(3 x-4)(2 k+1)$ A) $x=\frac{8 k-4}{6 k+2}$