Understanding the Domain and Range of the Natural Exponential Function e

Domain and Range of e

The function “e” refers to the natural exponential function, where “e” is the mathematical constant approximately equal to 2

The function “e” refers to the natural exponential function, where “e” is the mathematical constant approximately equal to 2.71828. The domain and range of the natural exponential function are as follows:

Domain:
The domain of the natural exponential function is the set of all real numbers. In other words, “e” can be raised to any real exponent.

Range:
The range of the natural exponential function is the set of all positive real numbers. This means that no matter what exponent is applied to “e,” the result will always be a positive number.

To summarize:
Domain of e: All real numbers
Range of e: All positive real numbers.

More Answers:

Simplifying Exponential Expression: a^(x-y) Using Exponent Laws
Simplifying (a^x)^y: Exponent Rule for Raising a Power to a Power
The Chain Rule: How to Find the Derivative of e^x

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