Let R be the region inside the circle x = 5 cos 0, y = 5 sin 0 and outside the %3D ellipse x = 2 cos 0, y = sin 0. Evaluate the line integral Se (e-y) dx + (e-+x) dy where C = C1 + Cis the boundary of R, as shown in the figure. C: Circle C: Ellipse y C2 -2 -2· -4- Upload Choose a File 2.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
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Let R be the region inside the circle x = 5 cos 0, y= 5 sin 0 and outside the
ellipse x = 2 cos 0, y = sin 0.
%3D
%3D
Evaluate the line integral e (e--y) dx +
(e- +x) dy
where C = C1 + Cis the boundary of R, as shown in the figure.
C: Circle
C2: Ellipse
R
C2
+
-2
2,
4
-2
-4
Upload
Choose a File
4.
Transcribed Image Text:Let R be the region inside the circle x = 5 cos 0, y= 5 sin 0 and outside the ellipse x = 2 cos 0, y = sin 0. %3D %3D Evaluate the line integral e (e--y) dx + (e- +x) dy where C = C1 + Cis the boundary of R, as shown in the figure. C: Circle C2: Ellipse R C2 + -2 2, 4 -2 -4 Upload Choose a File 4.
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