Solve the equation for $c$.
-$(6-\mathrm{m})=\log (7 \mathrm{c}+8)$
A) $7\left(10^{6}-m-8\right)$
B) $\frac{10^{6}-\mathrm{m}+8}{7}$
C) $\frac{10^{6}-\mathrm{m}-8}{7}$
D) $10^{6}-m-8$

Question

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The Answer of Solve the equation for $c$.
-$(6-\mathrm{m})=\log (7 \mathrm{c}+8)$
A) $7\left(10^{6}-m-8\right)$
B) $\frac{10^{6}-\mathrm{m}+8}{7}$
C) $\frac{10^{6}-\mathrm{m}-8}{7}$
D) $10^{6}-m-8$

Solve the Equation For ccc - (6−m)=log⁡(7c+8)(6-\mathrm{m})=\log (7 \mathrm{c}+8)(6−m)=log(7c+8) A) 7(106−m−8)7\left(10^{6}-m-8\right)7(106−m−8) B) 106−m+87\frac{10^{6}-\mathrm{m}+8}{7}7106−m+8​

Solve the Equation For $c$
- $(6-\mathrm{m})=\log (7 \mathrm{c}+8)$ A) $7\left(10^{6}-m-8\right)$ B) $\frac{10^{6}-\mathrm{m}+8}{7}$