Question 2 please. Calc 3 -double integration of non rectangular shapes : /Users/willhoff/Downloads/2.py ===================MMNMin © |00|0 1 in ON DN G X 0Ii docs.google.com/document/d/1fJPbWBXDwXxC630F7g_2ssxklx-7RGya5ZOxgoVotjU/editppsDashboardGeneral NU stuff -..Y CrowdmarkP MyLab & Masterin...N CAESAR - Northw...P GEN ENG_205-1...Math Extra Practice Problems ☆ D OA ShareFile Edit View Insert Format Tools Add-ons HelpLast edit was seconds agoA, PB I U A1E E -100% -Normal textArial1012.5.IR (4-5x2-y2) dA?1. Find the volume of the wedge cut from the first octant by the cylinder z=63-7y and the planex+y=32. What region R in the xy-plane maximizes the value ofJJR (4-5x²-y° ) dA?3. An improper double integral can often be computed similarly to an improper integral of onevariable. The first iteration of the following improper integral is conducted just as if it were aproper integral. One then evaluates an improper integral of a single variable by taking appropriatelimits. Evaluate the following improper integral as an iterated integral.--J-- 1/(x + 16) (y² + 1)) dx dy

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Question 2 please. Calc 3 -double integration of non rectangular shapes

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 2 please. Calc 3 -double integration of non rectangular shapes

: /Users/willhoff/Downloads/2.py ===================
MMNMin © |00|0 1 in ON D
N G X 0I
i docs.google.com/document/d/1fJPbWBXDwXxC630F7g_2ssxklx-7RGya5ZOxgoVotjU/edit
pps
Dashboard
General NU stuff -..
Y Crowdmark
P MyLab & Masterin...
N CAESAR - Northw...
P GEN ENG_205-1...
Math Extra Practice Problems ☆ D O
A Share
File Edit View Insert Format Tools Add-ons Help
Last edit was seconds ago
A, P
B I U A
1E E -
100% -
Normal text
Arial
10
1
2.
5.
IR (4-5x2-y2) dA?
1. Find the volume of the wedge cut from the first octant by the cylinder z=63-7y and the plane
x+y=3
2. What region R in the xy-plane maximizes the value of
JJR (4-5x²-y° ) dA?
3. An improper double integral can often be computed similarly to an improper integral of one
variable. The first iteration of the following improper integral is conducted just as if it were a
proper integral. One then evaluates an improper integral of a single variable by taking appropriate
limits. Evaluate the following improper integral as an iterated integral.
--J-- 1/(x + 16) (y² + 1)) dx dy

With differentiation, one of the major concepts of calculus. Integration involves the calculation of an integral, which is useful to find many quantities such as areas, volumes, and displacement.

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