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Compute the line integral of v = (r cos2 ?) r – (r cos ? sin ?) ? 3r ?

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Compute the line integral of v = (r cos2 ?) r – (r cos ? sin ?) ? 3r ?

      

Compute the line integral of v = (r cos2 ?) r – (r cos ? sin ?) ? 3r ? around the path shown in Fig. 1.50 (the points are labeled by their Cartesian coordinates). Do it either in cylindrical or in spherical coordinates. Check your answer, using Stokes' theorem.

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Compute the line integral of v = (r cos2 ?) r – (r cos ? sin ?) ? 3r ?

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QUESTION:

xxxxxxx the line integral xx x = (r xxxx ?) x – (r cos x xxx xx x xx x around xxx path shown in xxxx xxxx (the xxxxxx are xxxxxxx xx their xxxxxxxxx xxxxxxxxxxxxx Do it either in cylindrical or xx xxxxxxxxx xxxxxxxxxxxx Check your xxxxxxx using xxxxxxx theorem.

xxxxxxx

 

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Algebra

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