Integral of Tan x Formula
Let’s have a look at the formula for the integral of tan x with respect to x is shown below.
∫ tan x dx = ln |sec x| + C
or
∫ tan x dx = -ln |cos x| + C
In order to understand the process of Integration of tan x dx we need to have some requisite knowledge which can be gained from the following article: Integration By Parts Method.
Integral of Tan x
Integral of tan x is ln |sec x| + C. Integral of tan x refers to finding the integration of the trigonometric function tan x with respect to x which can be mathematically formulated as ∫tan x dx. The tangent function, tan x, is an integrable trigonometric function that is defined as the ratio of the sine and cosine functions.
This article discusses the formula for the integral of tan x along with derivation, definite integral of tan x, and integral of tan inverse x. We will also discuss some solved examples based on the integral of tan x along with Practice Questions and FAQs.
Table of Content
- What is Integral of Tan x?
- Integral of Tan x Formula
- How to do Integration of tan x dx?
- Definite Integral of Tan x
- Integration of Tan Inverse x
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