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(a) Use Stoke's Theorem to evaluate f0 F - d'F, if ; F = (my, yz, 256) ; C is the triangle in the plane cc + y | z = 1 with vertices (1,0,0),...

this is a continuation of the previous question. I need help on part c on the question.

Please show step by step on how to solve the following problem. thanks!



9. c.jpg

9. c.jpg

9. (a) Use Stoke’s Theorem to evaluate f0 F - d'F, if —; F = (my, yz, 256) ; C is the triangle in the plane cc + y —|— z = 1 with vertices (1,0,0), (0,1,0), and (0,0,1) with a
counterclockwise orientation looking down the positive from the first quadrant toward the origin.
(a) Make a sketch of the curve C and a surface that it encloses (any surface, really, however
simple ones are preferred). (c) Find the expressions for either fi(t) and d3 of for (lg (whichever one you prefer).

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