The angular position of a swinging door is described by θ(t)= (5.00+ 2.00t²) rad
Determine the angular position, angular speed, and angular acceleration of the door at t=3.0s.
θ(t)=5+2t2,\theta(t)=5+2t^2,θ(t)=5+2t2,
θ(3)=23,\theta(3)=23,θ(3)=23,
θ˙(t)=4t,\dot \theta(t)=4t,θ˙(t)=4t,
θ˙(3)=12,\dot \theta(3)=12,θ˙(3)=12,
θ¨(t)=4,\ddot \theta(t)=4,θ¨(t)=4,
θ¨(3)=4.\ddot \theta(3)=4.θ¨(3)=4.
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