Let a, b be real numbers and consider the integral (ax² + b) cos(x)dx. Using integration by parts will lead to which of the following expressions? Show workings. • A. (ax² + b) cos(x) +2a / xsin(x)dx • B. 2axcos(x)+2 / (ax² +b) sin(x)dx • C. (ax +b) sin(x) – 2a / xsin(x) dx • D. (ax² +b) cos(x) – 2a | xcos(x)dx • E. 2axsin(x) – 2 / (ax² +b) sin(x)dx Show workings. Find w? In(w)dw. A. w3 In(w) + C 4,

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Chapter1: Functions And Models
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Please do the Calculus II problems, showing all workings.

Let a, b be real numbers and consider the integral / (ax +
b)cos(x)dx. Using integration by parts will lead to which of the
following expressions?
Show workings.
• A. (ax +b) cos(x)+2a xsin(x)dx
• B. 2axcos(x) +2 (ax +b) sin(x) dx
• C. (ax +b) sin(x) – 2a | xsin(x)dx
• D. (ar² +b) cos(x) – 2a / xcos(x)dx
• E. 2axsin(x) – 2 /
(ax² +b) sin(x) dx
4,
Show workings.
Find
w² In(w)dw.
A. w3 In(w) + C
B. In(w) -+ C
3
C. w +C
D. In(w)를-몸 + C
E. In(w)를-w2+C
3
Transcribed Image Text:Let a, b be real numbers and consider the integral / (ax + b)cos(x)dx. Using integration by parts will lead to which of the following expressions? Show workings. • A. (ax +b) cos(x)+2a xsin(x)dx • B. 2axcos(x) +2 (ax +b) sin(x) dx • C. (ax +b) sin(x) – 2a | xsin(x)dx • D. (ar² +b) cos(x) – 2a / xcos(x)dx • E. 2axsin(x) – 2 / (ax² +b) sin(x) dx 4, Show workings. Find w² In(w)dw. A. w3 In(w) + C B. In(w) -+ C 3 C. w +C D. In(w)를-몸 + C E. In(w)를-w2+C 3
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