Mathematics, 14.12.2019 02:31 owlsandR5
Evaluate the line integral ∫ f. dr by evaluating the surface integral in stokes' theorem with an appropriate choice of s. assume that c has a counterclockwise orientation when viewed from above and will spin clockwise when viewed from below.
f= (6y,-z, x)
c is circle x^2+y^2=20 in the plane z=0
Answers: 1
with 
as its boundary. The simplest region would be the disk 
in the plane 
, which can be parameterized using polar coordinates by
and 
. Take the normal vector to 
denotes the curl of 
. The curl is
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Evaluate the line integral ∫ f. dr by evaluating the surface integral in stokes' theorem with an app...
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