4. Evaluate the integral f. x'y°dy – x°y'dx, where C is the square determined by the lines x = 0, y = 0, x = (-1)13 and y = (-1)12, using the following three methods: I. Calculate directly by parametrizing the sides of the square

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4. Evaluate the integral f. x'y°dy – xy'dx, where C is the square determined by the
0, y = 0, x = (-1)13 and y = (-1)12, using the following three methods:
Calculate directly by parametrizing the sides of the square
Using Normal Form of Green's Theorem
Using Tangential Form of Green's Theorem
lines x =
I.
I.
I.
Transcribed Image Text:4. Evaluate the integral f. x'y°dy – xy'dx, where C is the square determined by the 0, y = 0, x = (-1)13 and y = (-1)12, using the following three methods: Calculate directly by parametrizing the sides of the square Using Normal Form of Green's Theorem Using Tangential Form of Green's Theorem lines x = I. I. I.
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