Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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=
J exp (nx) sin (exp (x)) dx. By making an appropriate substitution, or otherwise, demon-
strate that
a. Let In
In = - exp ((n − 1)x) cos (exp (x)) + (n − 1) exp ((n − 2)x) sin (exp (x)) - (n − 1)(n − 2) In-2.
b. Hence, or otherwise, compute
exp (6x) sin (exp (x)) dx .
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Transcribed Image Text:= J exp (nx) sin (exp (x)) dx. By making an appropriate substitution, or otherwise, demon- strate that a. Let In In = - exp ((n − 1)x) cos (exp (x)) + (n − 1) exp ((n − 2)x) sin (exp (x)) - (n − 1)(n − 2) In-2. b. Hence, or otherwise, compute exp (6x) sin (exp (x)) dx .
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Can you write it? I don't understand typing it.

=
J exp (nx) sin (exp (x)) dx. By making an appropriate substitution, or otherwise, demon-
strate that
a. Let In
In = - exp ((n − 1)x) cos (exp (x)) + (n − 1) exp ((n − 2)x) sin (exp (x)) - (n − 1)(n − 2) In-2.
b. Hence, or otherwise, compute
exp (6x) sin (exp (x)) dx .
expand button
Transcribed Image Text:= J exp (nx) sin (exp (x)) dx. By making an appropriate substitution, or otherwise, demon- strate that a. Let In In = - exp ((n − 1)x) cos (exp (x)) + (n − 1) exp ((n − 2)x) sin (exp (x)) - (n − 1)(n − 2) In-2. b. Hence, or otherwise, compute exp (6x) sin (exp (x)) dx .
Solution
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Follow-up Questions
Read through expert solutions to related follow-up questions below.
Follow-up Question

Can you write it? I don't understand typing it.

=
J exp (nx) sin (exp (x)) dx. By making an appropriate substitution, or otherwise, demon-
strate that
a. Let In
In = - exp ((n − 1)x) cos (exp (x)) + (n − 1) exp ((n − 2)x) sin (exp (x)) - (n − 1)(n − 2) In-2.
b. Hence, or otherwise, compute
exp (6x) sin (exp (x)) dx .
expand button
Transcribed Image Text:= J exp (nx) sin (exp (x)) dx. By making an appropriate substitution, or otherwise, demon- strate that a. Let In In = - exp ((n − 1)x) cos (exp (x)) + (n − 1) exp ((n − 2)x) sin (exp (x)) - (n − 1)(n − 2) In-2. b. Hence, or otherwise, compute exp (6x) sin (exp (x)) dx .
Solution
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by Bartleby Expert
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