How do you find $\int {sec}^{2} x$ $int sec^2x$ ?

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How do you find $\int {sec}^{2} x$ $int sec^2x$ ?

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Answer 1 · 2015-11-04T14:53:58

$tan (x) + c$ $tan (x)+c$

Explanation:

Integrating requires you to find the function that you have to differentiate in order to give the function that you're integrating.

In the case of $\int {sec}^{2} x$ $int sec^2 x$ , the function that, when you take the derivative, gives you the function ${sec}^{2} x$ $sec^2 x$ is $tan x + c$ $tan x +c$ .

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How do you find $\int {sec}^{2} x$ $int sec^2x$ ?

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How do you find $\int {sec}^{2} x$ $int sec^2x$ ?