What is the domain and range of $e^{x}$ $e^x$ ?

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What is the domain and range of $e^{x}$ $e^x$ ?

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Answer 1 · 2015-03-26T04:02:32

Every exponential function has domain $(- \infty, \infty)$ $(-oo, oo)$ and range $(0, \infty)$ $(0, oo)$
For base greater than $1$ $1$ the graph is:
graph{y=e^x [-12.97, 15.52, -5.67, 8.57]}

For base, $b$ $b$ with $0 < b < 1$ $0 < b < 1$ , the graph looks like:

graph{y=e^(-x) [-7.43, 12.58, -5.646, 4.355]}

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What is the domain and range of $e^{x}$ $e^x$ ?

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What is the domain and range of exe^x?

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What is the domain and range of $e^{x}$ $e^x$ ?