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Integrate each of the given functions.$$\int \frac{\sec ^{2} t \tan t}{4+\sec ^{2} t} d t$$

$\ln \left|4+\sec ^{2} t\right|+C$

Calculus 1 / AB

Chapter 28

Methods of Integration

Section 5

Other Trigonometric Forms

Integrals

Missouri State University

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Harvey Mudd College

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Lectures

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In mathematics, precalculu…

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In mathematics, a function…

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Use substitution to find e…

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Make the given substitutio…

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Evaluate each definite int…

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01:13

03:40

Evaluate the following int…

02:45

01:30

03:31

Compute the indefinite int…

04:44

Perkins looks up for letting you equal people in t squared to. And now if we take derivative with that, we get to t beachy and inter numerator. We have t g so itself for that. So we had a deal over two is equal to t achieve. Okay, so we get in a role. Um, do you over to an anti squared costs to that vehicle to you. Now let's pull out our what happened. So we get do you over you and that's people to the island of active value of you. Let's see. And now let's replace. Are you so yet? Um T squared, plus two and in custody.

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