Questiononential Functions Question 1, 4.1.C1 HW Score: 0\%, 0 of 21 points Points: 0 of 1
Select the answers that best complete the given statement.
The exponential function $f$ with base $b$ is defined by $f(x)=$ $\square$ , $b>0$ and $b \neq 1$. Using interval notation, the domain of this function is $\square$ and the range is $\square$ $\square$.

Studdy Solution
The range of an exponential function $f(x) = b^x$ where $b > 0$ and $b \neq 1$ is all positive real numbers. This is because $b^x$ is always positive for any real number $x$. In interval notation, this is:
$$(0, \infty)$$
The completed statement is:
The exponential function $f$ with base $b$ is defined by $f(x) = b^x$, $b > 0$ and $b \neq 1$. Using interval notation, the domain of this function is $(-\infty, \infty)$ and the range is $(0, \infty)$.