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Apply Green's Theorem to evaluate the integral (4y² dx + 4x² dy), where C is the triangle bounded by x=0, x+y=1, and y=0. *** (4y² dx + 4x² dy) = (Type an integer or a simplified fraction) C

Apply Green's Theorem to evaluate the integral (4y² dx + 4x² dy), where C is the triangle bounded by x=0, x+y=1, and y=0. *** (4y² dx + 4x² dy) = (Type an integer or a simplified fraction) C

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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Question
Apply Green's Theorem to evaluate the integral (4² and y=0. $(4² C © $ (47² 2x+42² 06). EXE dx + 4x² dy) = (Type an integer or a simplified fraction.) Get more help - 67°F Light rain Esc Tab Caps Lock Shift ↑ 1 A O 2 N @ W F3 S O: + 3 dx + 4x² dy), where C is the triangle bounded by x=0, x+y=1, # X E Q 4 FS $ Clear all HH R C 5 % F Check answer F7 6 T < FB 7 & LG H B 0 Y 8 コ
Transcribed Image Text:Apply Green's Theorem to evaluate the integral (4² and y=0. $(4² C © $ (47² 2x+42² 06). EXE dx + 4x² dy) = (Type an integer or a simplified fraction.) Get more help - 67°F Light rain Esc Tab Caps Lock Shift ↑ 1 A O 2 N @ W F3 S O: + 3 dx + 4x² dy), where C is the triangle bounded by x=0, x+y=1, # X E Q 4 FS $ Clear all HH R C 5 % F Check answer F7 6 T < FB 7 & LG H B 0 Y 8 コ
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