Use a double integral and Green's Theorem to find $C(x-y)dx+xydy,ke ( - ) dz + ry dy where C C is the closed curve in the first quadrant formed by the graphs of r2x2/ -3-and the yW-axis. Then verify Creen's Theorem by evaluating the line integral direcdy.

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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14. Use a double integral and Green's Theorem to find C(x-y)dx+xydy,te ( Wl de rydy where C
C is the closed curve in the first quadrant formed by the graphs of y-2x2,-2
d the y-axis. Then verity Creen's Theorem by evaluaing the line intygral direcly
Transcribed Image Text:14. Use a double integral and Green's Theorem to find C(x-y)dx+xydy,te ( Wl de rydy where C C is the closed curve in the first quadrant formed by the graphs of y-2x2,-2 d the y-axis. Then verity Creen's Theorem by evaluaing the line intygral direcly
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