Let R be the region bounded by ry = 1, ry = 4, y= 2, y = 10 in R. Compute the value of cos(ry) dA by using the transformation: 5. T(u, v) = (r(u, e), y(u, ")) := ( 2u) (You must use the transformation, including drawing the region D in the uv-plane which maps T(D) = R and the Jacobian, fr
Let R be the region bounded by ry = 1, ry = 4, y= 2, y = 10 in R. Compute the value of cos(ry) dA by using the transformation: 5. T(u, v) = (r(u, e), y(u, ")) := ( 2u) (You must use the transformation, including drawing the region D in the uv-plane which maps T(D) = R and the Jacobian, fr
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 12T
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Plz solve correctly i attached the pictur thave t u solve where u use the limit xy=1,xy=4 and the limit of y? I am confused kindly gave me a correct Soloutions.
Transcribed Image Text:iet R be the region bounded by ry = 1, ry = 4, y = 2, y = 10 in R2. Compute the
value of cos(ry) dA by using the transformation:
T(u, v) = (r(u, v), y(u, ")) := (. 2u)
(You must use the transformation, including drawing the region D in the uv-plane which maps
T(D) = R and the Jacobian, fr
Transcribed Image Text:ullTelenor .
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JJ ?cos (ry) d A
R
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(쓸) dn du
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3
* (24) ( 3 sin (4) - 3sing)
48 ( siny - sins)
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VX
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