sin y dydx . Explain. a.) Determine which of the following integrals is equal to || sin(y) sin(y) drdy A. drdy В. sin(y) sin(y) drdy drdy D.
sin y dydx . Explain. a.) Determine which of the following integrals is equal to || sin(y) sin(y) drdy A. drdy В. sin(y) sin(y) drdy drdy D.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Transcribed Image Text:10.Complete each part.
sin y
a.) Determine which of the following integrals is equal to |||
-dydx . Explain.
sin(y)
A.
drdy
В.
drdy
sin(y)
sin(y)
drdy
D.
drdy
b.) The coordinate plane 3x + 6y + 2z = 6 bounded by the
coordinate planes forms the solid shown at right. Which
formula would we integrate with respect to z and then y to
compute the volume? Explain.
3
A. 3-x-3y
2
В. 2-2у —
3
1
1
С. 1 —
D. 3r+6y+2z
-I-
3
c.) Which of these iterated integrals computes the area of the region shown? Explain.
А.
1 dydr
B.
dydr
(4,2)
1 dzdy
y = Vx
C.
D.
1 drdy
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