John Rhodes

Learn How To Find The Derivative Of E^X With Respect To X Using The Rule Of Exponential Functions

d/dx[e^x]=

e^x

To find the derivative of e^x with respect to x, we can use the rule that states:

d/dx[e^x] = e^x

This is because the derivative of any exponential function with base e is itself. Therefore, the derivative of e^x with respect to x is e^x.

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Learn How To Find The Derivative Of E^X With Respect To X Using The Rule Of Exponential Functions

d/dx[e^x]=

e^x

More Answers:

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Mathematics in Cancer Treatment

Ramses II A Prominent Pharaoh and Legacy of Ancient Egypt

Formula for cyclic adenosine monophosphate & Its Significance

Development of a Turtle Inside its Egg

The Essential Molecule in Photosynthesis for Energy and Biomass

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