Assign values for $x$ and find the corresponding values of $f(x)$ from the given function.
To find points on the graph, we can choose any values of $x$. Remember that it is always a good practice to select 0 , some positive numbers, and some negative numbers. Here, however, the values of $x$ have been selected for you.
First, find the value of $f(x)$ when $x=-3$
\[
\begin{aligned}
f(-3) & =2^{(-3+1)}+4 \\
& =2^{-2}+4
\end{aligned}
\]
Answer
The value of $f(-3)$ is \(\boxed{4.25}\)
Step 1 ：Assign values for $x$ and find the corresponding values of $f(x)$ from the given function.
Step 2 ：First, find the value of $f(x)$ when $x=-3$
Step 3 ：Substitute $x=-3$ into the function $f(x) = 2^{(x+1)}+4$
Step 4 ：Calculate $f(-3) = 2^{-2}+4$
Step 5 ：The value of $f(-3)$ is \(\boxed{4.25}\)
