Question

solve the equation.
\ln y = 11
the solution set is \square .

Explanation:

Step1: Recall the definition of natural logarithm

The natural logarithm $\ln y$ is the logarithm with base $e$, so if $\ln y = x$, then $y = e^x$ by the definition of logarithms.

Step2: Apply the definition to the given equation

Given $\ln y = 11$, using the definition of the natural logarithm (where the base is $e$), we can rewrite this equation in exponential form. So we raise $e$ to the power of both sides to solve for $y$. That is, $y = e^{11}$.

Answer:

$\{e^{11}\}$