dorjac1398 dorjac1398

22-03-2017
Mathematics

Answered

integrate the function.

∫(13tan²(xse)c²xdx

Verified Answer :

LammettHash LammettHash

22-03-2017

\(\displaystyle13\tan^2x\sec^2x\,\mathrm dx\)

Let \(y=\tan x\), so that \(\mathrm dy=\sec^2x\,\mathrm dx\). Then you have

\(\displaystyle13\int y^2\,\mathrm dy=\dfrac{13}3y^3+C\)

and so

\(\displaystyle\int13\tan^2x\sec^2x\,\mathrm dx=\dfrac{13}3\tan^3x+C\)

Answer Link

Related Questions

A 150foot fence encloses a garden What is the length of each side of the garden

True or false organisms break down and build up materials in a process called homeostasis

Dont fear for me Set your own fate in order Which character trait is revealed through these line fear courage insanity jealousy

A gas tank which can hold a total of 53 liters contains only 8 liters of gas when the driver stops to refuel If it takes 5 minutes to fill up the tank what is t

What is the vertex form of y23x237x29

2580 in simplest form

Genes act by directing the formation of amino acids chromosomes specific enzymes

In an elements square on the periodic table the number with the number greatest value represent the

A major argument for american independence found in the declaration of independence was that the british

When Bruno states that he and Shmuel are like twins why does Shmuel reply a little bit

Web Analytics Made Easy - Statcounter