Solve the equation for $s$.
-$\log (6 \mathrm{~s}-8)=\mathrm{r}-4$
A) $\frac{12+r}{6}$
B) $10^{12}+\mathrm{r}$
C) $\frac{10^{\mathrm{r}-4}+8}{6}$
D) $\frac{6}{12+\mathrm{r}}$

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The Answer of Solve the equation for $s$.
-$\log (6 \mathrm{~s}-8)=\mathrm{r}-4$
A) $\frac{12+r}{6}$
B) $10^{12}+\mathrm{r}$
C) $\frac{10^{\mathrm{r}-4}+8}{6}$
D) $\frac{6}{12+\mathrm{r}}$

Solve the Equation For sss - log⁡(6 s−8)=r−4\log (6 \mathrm{~s}-8)=\mathrm{r}-4log(6 s−8)=r−4 A) 12+r6\frac{12+r}{6}612+r​ B) 1012+r10^{12}+\mathrm{r}1012+r

Solve the Equation For $s$
- $\log (6 \mathrm{~s}-8)=\mathrm{r}-4$ A) $\frac{12+r}{6}$ B) $10^{12}+\mathrm{r}$