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13 Nov 2019
2, Let F = (zy,y), let γ1(t) = (3t,-2H), t e lo, 1] 72(t) = (3(1-t),-2(1-02), t E [0,1] Plot the curves 71, 72 and evaluate the line integrals F ds, F.ds. 3. Let P(x,y), Q(x, y) be the components of the vector field in Problem 1. Compute and explain why the value you obtained for the difference implies that the answers to the line integrals in Problem 1 are all the same.
2, Let F = (zy,y), let γ1(t) = (3t,-2H), t e lo, 1] 72(t) = (3(1-t),-2(1-02), t E [0,1] Plot the curves 71, 72 and evaluate the line integrals F ds, F.ds. 3. Let P(x,y), Q(x, y) be the components of the vector field in Problem 1. Compute and explain why the value you obtained for the difference implies that the answers to the line integrals in Problem 1 are all the same.
Jamar FerryLv2
6 Jun 2019