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How would you find the acceleration, velocity, and speed of particle with position function r(t)=2i+6tj+12t^2k at the point (2,0,0)?
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Velocity= <0,6,0> speed is the magnitude of V which is 6 and acceleration is 0 at (2,0,0)
you just need to take the derivative once to get the velocity, and derive the position function twice to get the acceleration, and then just substitute for the point (2,0,0)
v=6j+24tk v(2,0,0)=0 a=24k a(2,0,0)=0
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