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b) let R be the disk in the xx-plane centered at the point (0.2) and with radius 2. Calculate ☞² + y²dA. JR

b) let R be the disk in the xx-plane centered at the point (0.2) and with radius 2. Calculate ☞² + y²dA. JR

Advanced Engineering Mathematics
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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Solve q2 b)part only u gave me wrong answer plz have a look again this is not a cirlcle with centre(0,0) It is (0,2)
task 2a) solve the integral ff dydx 0 √T(1+y²) 0 by switching the integration order, characters are entered in the integration area b) let R be the disk in the xx-plane centered at the point (0.2) and with radius 2. Calculate 1₁ J√² x² + y² dA. R
Transcribed Image Text:task 2a) solve the integral ff dydx 0 √T(1+y²) 0 by switching the integration order, characters are entered in the integration area b) let R be the disk in the xx-plane centered at the point (0.2) and with radius 2. Calculate 1₁ J√² x² + y² dA. R
← (b) R is represented in fig. Convert given integral to polar form. x=rcoso y x² + y² = 2² =) and == r=0 SS₂ 2²+ y² dA R 2 21 5. Sr rr drdo 0 =0 217 S I do 8=0 2 x² + y2 0 ≤ 0 ≤ 2TT. T=0 Step2 b) 1:24 pm rrdr. = rsine |.[ ? R A 74% 08132 Do √x 8
Transcribed Image Text:← (b) R is represented in fig. Convert given integral to polar form. x=rcoso y x² + y² = 2² =) and == r=0 SS₂ 2²+ y² dA R 2 21 5. Sr rr drdo 0 =0 217 S I do 8=0 2 x² + y2 0 ≤ 0 ≤ 2TT. T=0 Step2 b) 1:24 pm rrdr. = rsine |.[ ? R A 74% 08132 Do √x 8
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