- #1
Damascus Road
- 120
- 0
Greetings,
I'm having trouble deciding what to do, and in what order for this question:
Suppose F = F( x, y, z ) is a gradient field with F = [tex]\nabla[/tex]f, S is a level surface of f, and C is a curve on S. What is the value of the line integral (over C) of F.dr ?
I think I'm a little confused since there are no values to work with... I'm assuming the level surface of f is referring to [tex]\nabla[/tex]f, meaning that S is a surface of the gradients?
Any help would be appreciated, I'm mighty confused. :)
I'm having trouble deciding what to do, and in what order for this question:
Suppose F = F( x, y, z ) is a gradient field with F = [tex]\nabla[/tex]f, S is a level surface of f, and C is a curve on S. What is the value of the line integral (over C) of F.dr ?
I think I'm a little confused since there are no values to work with... I'm assuming the level surface of f is referring to [tex]\nabla[/tex]f, meaning that S is a surface of the gradients?
Any help would be appreciated, I'm mighty confused. :)