Closed Curve Line Integrals of Conservative Vector Fields
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that's not always true, though... there are conservative fields, whose closed curve line integrals aren't equal zero at some regions!
gorthaur3 2 months ago
i reread this chapter like 2 times and read 3 different proofs on this but they failed to explain it as simple as this
A+
will be takin the P actuary exam this fall so ill be watchin those stat vids soon =]
DeFoaBuSe 10 months ago
Why can't we just say that having the line integral along a closed curve of a conservative vector field is the same as going from the starting point to the starting point, where there is not curve (it's just a point) and since there is no curve the line integral is 0.
dalcde 1 year ago
Sal, what do you do with all the image files that are left at the end of the explanation. can they be available?
yp06407012 1 year ago 2