Question
do only # 10, number 10 only
For problems 9 & 10 suppose that a particle is tracing out a path given by the following parametric equations. Completely describe the motion of the particle as t varies in the given interval. This means that you need to do from the previous problems above as well as, If any portion of the curve is retraced determine how many times the path out. x = e4t, y = e-8t, -1/16 t 1/2 x = 4 - cos2 (1/3), y = 2 + 6 sin2 (t/3), - 15 pi t 22 pi For problems 9 & 10 suppose that a particle is tracing out a path given by the following parametric equations. Completely describe the motion of the particle as t varies in the given interval. This means that you need to do from the previous problems above as well as, If any portion of the curve is retraced determine how many times the path out. x = e4t, y = e-8t, -1/16 t 1/2 x = 4 - cos2 (1/3), y = 2 + 6 sin2 (t/3), - 15 pi t 22 pi For problems 9 & 10 suppose that a particle is tracing out a path given by the following parametric equations. Completely describe the motion of the particle as t varies in the given interval. This means that you need to do from the previous problems above as well as, If any portion of the curve is retraced determine how many times the path out. x = e4t, y = e-8t, -1/16 t 1/2 x = 4 - cos2 (1/3), y = 2 + 6 sin2 (t/3), - 15 pi t 22 pi
Explanation / Answer
eq is y= 6x-16. motion is linear or in straight line.
