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Integrate each of the given functions.$$\int_{0}^{1} \frac{2 e^{s} d s}{\sec e^{s}}$$
$2(\sin e-\sin 1)$
Calculus 1 / AB
Chapter 28
Methods of Integration
Section 4
Basic Trigonometric Forms
Integrals
Campbell University
Oregon State University
Baylor University
Idaho State University
Lectures
05:53
In mathematics, an indefin…
40:35
In mathematics, integratio…
04:44
Evaluate each definite int…
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00:54
Find each integral.$$\…
00:47
01:53
Evaluate each integral.
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02:27
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02:28
01:23
00:49
03:44
02:00
05:29
Evaluate each double integ…
02:16
$$\text { Integration by p…
01:04
01:52
Evaluate the following int…
02:46
Oh we want to integrate the following. The definite integral from 0 to 1 of two. Each of the 50 S or two E Ds Ds oversee can't dvDS this question is testing our knowledge of methods of integration. We already learned about the power rule log rule and exponential rule for integrating. But in this section we're being asked to use trigonometry entry growth, we need to match the form of are given integral to one of these tentacles here to solve we don't have an integral for one, oversee. Can't but we do have an integral for co sign which is one over. So you can't buy trick identity. So we're going to use rule to listed on the right to solve Rule two the integral coast. You do you assign you plus C. So if we identify you, we can solve easily. You either the S do you therefore is E Ds Ds. Therefore we have an extra factor of 200 integral. We have to carry over to the solution and are integral is negative to sign ups from 1 to 0. This has solution to sign e minus sign one
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