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Question: a complete solution must be shown for all problems using...

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A complete solution must be shown for all problems, using the method(s) taught in class. Find the velocity, speed, and acceleration, all at the point (1,2,0), of the particle whose position is given by 1) F(t) (cos 2t)i(2e t)j (3 sint)k 2) For the curve of intersection of the surfaces x2 + y2-9 and z = 9-r. a) Find a position function, F(t), for the portion of the curve starting at the point (-3,0,0) and ending at the point (0,-3,9). Find parametric equations for the tangent line to the curve at the point (-겠-3). b) 3) (V2 sin t)t +(V2 cos t)j. Given that the The acceleration of a moving particle is a(t) velocity and position of the particle at t are: +/t. k and r ( what is the position of the particle at t T
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