Question
Asked Nov 30, 2019
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Can you help me step by step please

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5 sin (5t)
dt =
5 cos (5t)
(Type an exact answer.)
0
6
g(b)
Use the Substitution Formula,f(g(x)). g'(x) dx
f(u) du where g(x)= u, to evaluate the following integral
g(a)
(4(Indk
1
Determine a change of variables from y to u. Choose the correct answer below.
O A. u 4(In x)3
O B. u x
O C. u Inx
4(In x)3
O D. u
X
Write the integral in terms of u.
4(In x)3
du
= xp
0
Evaluate the integral
4( In x)s
dx
(Type an exact answer.)
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xlitemprod.pearsoncmg.com/api/v1/print/math 5 sin (5t) dt = 5 cos (5t) (Type an exact answer.) 0 6 g(b) Use the Substitution Formula,f(g(x)). g'(x) dx f(u) du where g(x)= u, to evaluate the following integral g(a) (4(Indk 1 Determine a change of variables from y to u. Choose the correct answer below. O A. u 4(In x)3 O B. u x O C. u Inx 4(In x)3 O D. u X Write the integral in terms of u. 4(In x)3 du = xp 0 Evaluate the integral 4( In x)s dx (Type an exact answer.)

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Expert Answer

Step 1

Given:

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4(In.x) х 1

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Step 2

Calculation:

First, we have to take the constant out from the integral.

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(In.x) - dx Now, applying substitution method. u =In x, du -dx х For this, option c) is correct.

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Step 3
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Tagged in

Math

Calculus

Integration