Let C be the line segment form P(1,0,2) to Q(-2,3,1), and let F be the force given by F(x,y,z)= 2zi - yj + 2xk. Find the work done by F in moving a particle along C.

... So a force that acts on a body and moves it such that the displacement vector has a non-zero component along the force vector does a work W on it. ...

... product between the force (F) and displacement (S) vectors. ... limits for displacement) (a,0) Work done in displacement ... dS (0,0) Where displacement vector dS = dx ...

1. Find the curl of the vector field F at the indicated point: ... 3. Use Green's Theorem to calculate the work done by the force F in moving a particle around the ...

... need some help with these two physics questions on vectors: 33 ... the magnitudes of the components of the ship's displacement vector in the ... Please show your work. ...

... By definition, work done (W) in moving the charge from initial to the final position is the dot product of the force vector and displacement vector. ...

... The vector dot product can be written as: rr dW = F ... Where θ is the angle between the vectors. ... during the process, in this case where the work done by the ...

...Vectors are objects like rectangles and lines, which can be ... Fireworks (like most Macromedia graphics programs) uses vector graphics to do most of its work. ...

... Thus Vp- Vt =2 Vector equation If we use Vp and Vt to denote the magnitude of ... b)How much work did the person do in bringing the turn-table up to speed? ...