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Hi guys,
problem goes like this,
proof curl(u+v)=curl u + curl v
I assume u and v are 2 different vector fields... and have sufficient differentiability
Is there a way to do this without expanding the cross product?
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Also, when adding vector fields like u+v
is it the same as when you add normal vectors?
say u=(ai+bj+ck) and v=(di+ej+fk) does u+v=(a+d)i+(b+e)j+(c+f)k ???
what is the graphic representation of adding vector fields?? Is it just adding every two vectors of the same co-ordinates together?
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