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Advanced MathQ&A LibraryEvaluate the line integral by following the given steps.4xy dx + 2x²y dyC is the triangle with vertices (0,0),(4, 0), and (0, 3).The curve C can split up into each one of its sides (shown in the picture below)Н)L(t)B(t)4xy dx + 2x²y dy4хydx + 2x*y dy +4xy dx + 2x² y dy+ | 4xy dx + 2x²y dyНParametrize each side of the triangleB(t) =ΣΣΣН()ΣΣΣL(t) =Σ . teΣΣ(use the most natural parametrizations and remember which direction you need to go)Question

Asked Mar 24, 2020

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Solution:

The line integral becomes

On further computation,

...

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