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Question

Question: Derivatives of ex...

Derivatives of ex

Answer

exe^x

Explanation

Solution

The derivative of the exponential function exe^x is itself.

Let y=exy = e^x.

The derivative of yy with respect to xx is given by: ddx(ex)=ex\frac{d}{dx}(e^x) = e^x

This is a fundamental property of the natural exponential function.

Explanation of the solution: The derivative of exe^x with respect to xx is exe^x.