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Integrate each of the given functions.$$\int \frac{\sec e^{-x}}{e^{x}} d x$$
$-\ln \left|\sec e^{-x}+\tan e^{-x}\right|+C$
Calculus 1 / AB
Chapter 28
Methods of Integration
Section 5
Other Trigonometric Forms
Integrals
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this problem were going to calculate the anti derivative of E to the X co C can't be g X co tangent to be DDX and our first step is toe select a use substitution value which will be e to the X that gives us d'you, which is either the x d x and so to change are integral into values of you. We get cosi can't of you multiply by cho tangent of you d you an anti derivative will be negative. Cosi can't of you plus C and will change this back into terms of X.
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