Solve the logarithmic equation algebraically.Approximate the result to three decimal places. $\ln \sqrt { x - 8 } = 7$
A) $e ^ { 14 } + 8 \approx 1,202,611.284$
B) $e ^ { 14 } + 8 \approx 1,202,614.284$
C) $e ^ { 14 } + 8 \approx 1,202,612.284$
D) $e ^ { 14 } + 8 \approx 1,202,610.284$
E) $e ^ { 14 } + 8 \approx 1,202,613.284$

Question

Solve the logarithmic equation algebraically.Approximate the result to three decimal places.​ $\ln \sqrt { x - 8 } = 7$ ​
A) $e ^ { 14 } + 8 \approx 1,202,611.284$
B) $e ^ { 14 } + 8 \approx 1,202,614.284$
C) $e ^ { 14 } + 8 \approx 1,202,612.284$
D) $e ^ { 14 } + 8 \approx 1,202,610.284$
E) $e ^ { 14 } + 8 \approx 1,202,613.284$

Quizplus · Accepted Answer

The Answer of Solve the logarithmic equation algebraically.Approximate the result to three decimal places.​ $\ln \sqrt { x - 8 } = 7$ ​
A) $e ^ { 14 } + 8 \approx 1,202,611.284$
B) $e ^ { 14 } + 8 \approx 1,202,614.284$
C) $e ^ { 14 } + 8 \approx 1,202,612.284$
D) $e ^ { 14 } + 8 \approx 1,202,610.284$
E) $e ^ { 14 } + 8 \approx 1,202,613.284$

Solve the Logarithmic Equation Algebraically ln⁡x−8=7\ln \sqrt { x - 8 } = 7lnx−8​=7

Solve the Logarithmic Equation Algebraically $\ln \sqrt { x - 8 } = 7$