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1. Compute dr + (1²y3) dy where C is the curve below. (Hint: try using Greens theoreom; split the region into the rectangle

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Subtion: To compute f (-xy ) dx + (x2y3) dy 2 X axis Greens The onem de Max+ Ndy = 1 (2 - DJ LA where R = Rogion bounded by= 4 SS ny3 de dy + 418 xys de dy Ri Il + I2 where R = Rectangular region R2 = Semicircular region We now find I = 4 l nys deI2 = 4 il grigen y dx dy 90 x = -51-42 T: 4/ 12/09 gody © in equation Potting I=0 and I2 =0 X -11-29) dx + (x2y3) dy = 0 JG A

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1. Compute dr + (1²y3) dy where C is the curve below. (Hint: try using Green's...
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