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y Figure 3.29 For Problem 3.31. S *3.31 Given that F = x*y a, – y a, find (a) $, F· dl where L is shown in Figure 3.29. (b) Ss (V × F)· dS where S is the area bounded by L. (c) Is Stokes's theorem satisfied?

y Figure 3.29 For Problem 3.31. S *3.31 Given that F = x*y a, – y a, find (a) $, F· dl where L is shown in Figure 3.29. (b) Ss (V × F)· dS where S is the area bounded by L. (c) Is Stokes's theorem satisfied?

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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For b) only ignore the other please!

Explain why the interval for y is from 0 to x

And from 0 to 2-x 

Figure 3.29 For Problem 3.31. S L 2 *3.31 Given that F = x*y a, - y a,, find (a) $, F· dl where L is shown in Figure 3.29. (b) Ss (V × F) · dS where S is the area bounded by L. (c) Is Stokes's theorem satisfied?
Transcribed Image Text:Figure 3.29 For Problem 3.31. S L 2 *3.31 Given that F = x*y a, - y a,, find (a) $, F· dl where L is shown in Figure 3.29. (b) Ss (V × F) · dS where S is the area bounded by L. (c) Is Stokes's theorem satisfied?
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