Given:
The exponential function is
[tex]e^{11x-3}-5=23414[/tex]Required:
Express the solution set in terms of logarithm and calculate it.
Explanation:
We have
[tex]\begin{gathered} e^{11x-3}-5=23414 \\ e^{11x-3}=23419 \\ 11x-3=log(23419) \\ x=\frac{log(23419)+3}{11} \end{gathered}[/tex]Now, after calculation x = 0.66996
Answer:
Hence, above is the answer for the question.