Home
Class 12
MATHS
Write a value of inttan^3xsec^2x\ dx...

Write a value of `inttan^3xsec^2x\ dx`

Text Solution

Verified by Experts

Let, `tan x=t`
`sec^2 xdx=dt`
`=inttan^3xsec^2x\ dx`
`=int t^3dt`
`=(t^4)/(4)+C`
`=(tan^4 x)/(4)+C`
`(Answer)`
Promotional Banner

Topper's Solved these Questions

  • INCREASING AND DECREASING FUNCTION

    RD SHARMA|Exercise Solved Examples And Exercises|232 Videos

  • INVERSE TRIGONOMETRIC FUNCTION

    RD SHARMA|Exercise Solved Examples And Exercises|523 Videos

Similar Questions

Explore conceptually related problems

int tan^3xsec^2xdx

inttan^3xsec^9xdx=?

inttan^3 2xsec 2xdx

inttan^3xsec^3xdx=

inttan^3xsec^5xdx=

inttan^2xsec^2xdx=

inttan^4 xsec^2xdx

inttan^pxsec^2xdx=

inttan^mxsec^2xdx=

inttan^3xdx