Use the transformation u = 3x + 2y, v =x+ 3y to evaluate the given integral for the region R bounded by the lines y = - -x, and y = - I|(3x? + 11xy + 6y?) dx dy R S[ (x? + 11xy + 6y?) dx dy =

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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3
Use the transformation u = 3x+ 2y, v = x+3y to evaluate the given integral for the region R bounded by the lines y =
3
-x+4,
1
-X, and y = --x+2.
1
**3, y=
T |(3x2 +11xy + 6y) dx dy
R
||(3x2 + 11xy + 6y²) dx dy =
R
Transcribed Image Text:3 Use the transformation u = 3x+ 2y, v = x+3y to evaluate the given integral for the region R bounded by the lines y = 3 -x+4, 1 -X, and y = --x+2. 1 **3, y= T |(3x2 +11xy + 6y) dx dy R ||(3x2 + 11xy + 6y²) dx dy = R
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