What is Derivative of 2x?

The derivative of the 2x is (2x )·(ln 2). The derivative of 2x is the rate of change with respect to x.

Derivative of 2x Formula

The formula for the derivative of 2x is given by:

d/dx [2x] = (2x)·(ln 2)

or

(2x)’ = (2x)·(ln 2)

Derivative of 2 to the x

Derivative of 2x is 2xln2. The Derivative of 2x refers to the process of finding change in 2x function to the independent variable. The method of finding the derivative for 2x functions is referred to as exponential differentiation.

Let’s know more about Derivative of 2x , its formula and proof in detail below.

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What is Derivative in Math?

The derivative of a function is the rate of change of the function with respect to any independent variable. The derivative of a function f(x) is denoted as f'(x) or (d /dx) [f(x)]. The differentiation of an exponential function is called a derivative of the exponential function or exponential derivatives....

What is Derivative of 2x?

The derivative of the 2x is (2x )·(ln 2). The derivative of 2x is the rate of change with respect to x....

Proof of Derivative of 2x

The derivative of 2x can be proved using the following methods:...

Solved Examples on Derivative of 2x

Example 1: Find the derivative of 2x ·tan x....

Practice Questions Related to Derivative of 2x

Q1. Find the derivative of 7x...

Derivative of 2x FAQs

What is Derivative?...