# Let Mbe the intersection of a: _ y? = 1 and z = y2. Let P = (:50, ya, 20) be a point on M, and let G be the portion of M between the points (1, 0, 0) and P. We consider a particle that moves along Cgoingfrom (1, 0,0) to P.

Let Mbe the intersection of a: _ y? = 1 and z = y2. Let P = (:50, ya, 20) be a point on M, and let G be the portion of M between the

points (1, 0, 0) and P. We consider a particle that moves along Cgoingfrom (1, 0,0) to P. (a) Find a parametrization for 0, clearly indicating its domain. What are the starting and ending points associated with your parametrization?

You might want to distinguish between the cases yo < 0 and go > 0. (b) Showthatthe work done by the force to move our particle along 0 is (c) Suppose 0 models a piece of wire with mass density given by m, y, z) = v—w + 3:12 + 42. Find the total mass of this piece of wire knowing that yo = —3.

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The post Let Mbe the intersection of a: _ y? = 1 and z = y2. Let P = (:50, ya, 20) be a point on M, and let G be the portion of M between the points (1, 0, 0) and P. We consider a particle that moves along Cgoingfrom (1, 0,0) to P. appeared first on Superb Professors.