Derivative of e2x
What is Derivative?
Derivative of a function is defined as the rate of change of the function with respect to a variable.
What is Formula for Derivative of e2x.
Formula for the derivative of e2x is: (d/dx) e2x = 2e2x
What are Different Methods to Prove Derivative of e2x?
Different methods to prove derivative of e2x are:
- By using First Principle of Derivative
- By Product Rule
- By Chain Rule
What is Derivative of 2.e2x?
Derivative of 2.e2x is 4e2x.
Is derivative of e2x same as integral of e2x?
No, derivative of e2x is not same as integral of e2x
- Derivative of e2x is 2e2x.
- Integral of e2x is e2x / 2.
What is Derivative of e to the power x2?
Derivative of is
Derivative of e^2x
Derivative of e2x is 2e2x. Derivative of e2x refers to the process of finding the change in the exponential function e2x with respect to the independent variable x. e2x is an exponential functions that are power functions with the base of Euler’s Number.
In this article, we will learn in detail about the derivative of e to the power 2x, its formula, proof and examples based on it.
In this article, we will learn about the derivative of e2x and its formula including the proof of the formula using the first principle of derivatives, product rule, and chain rule in detail.
Table of Content
- What is Derivative in Math?
- What is Derivative of e2x?
- Proof of Derivative of e2x
- Derivative of e2x by Logarithmic Differentiation
- nth Derivative of e2x