Math Doubts

Integral of secx.tanx formula


$\int{\sec{x}\tan{x}} \,=\, \sec{x}+c$


$x$ is a variable and also denotes angle of a right triangle. The product of secant and tangent trigonometric functions is written as $\sec{x}.\tan{x}$ and $dx$ is the element of integration.

Therefore, the integral of product of $\sec{x}$ and $\tan{x}$ functions with respect to $x$ is written in integral calculus as follows.


The indefinite integral of $\sec{x}\tan{x}$ function with $dx$ equals to sum of $\sec{x}$ and constant of the integration.

Math Doubts
Math Doubts is a best place to learn mathematics and from basics to advanced scientific level for students, teachers and researchers. Know more
Follow us on Social Media
Mobile App for Android users Math Doubts Android App
Math Problems

Learn how to solve easy to difficult mathematics problems of all topics in various methods with step by step process and also maths questions for practising.

Learn more