Let a vector field F be defined by
F = yi + (z cos (yz) + x) j + y cos (yz) k
a) by evaluating curl F, show that F is conservative.
b) Find a scalar field $(x,y,z) such that F = grad$.
A great Thank to whoever help me out.
求解大學數vector
2013-08-01 6:58 am
回答 (1)
2013-08-03 1:18 am
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