0 0 0 P ? A bead slides along a rod at a constant speed Vo relative to the rod. The rod is rotating.

0 0 0 P ? A bead slides along a rod at a constant speed Vo relative to the rod. The rod is rotating.
0 0 0 P 유 A bead slides along a rod at a constant speed Vo relative to the rod. The rod is rotating counterclockwise in the Xy-plane with constant angular velocity W (see figure). =r of the form: r = r [2 pts] (a) Determine the position vector for the bead ñ = r(t)î ((t)) by identifying a formula for r = rl r(t) and O(t). [2 pts] (b) Eliminate time in the relationships: r(t) and 0(t) from part (a) to find an expression for the path of the particle (bead) r(O). What is the shape of the path? [2 pts] (c) Use your expressions for p = r(t) and O(t) to determine the velocity vector for the bead: V = Vrf + voê. [2 pts] (d) Use your expressions for r = r(t) and 0(t) to determine the acceleration vector for the bead: ā Ar. f + aoê. [2 pts] (e) Is the circumferential acceleration of the bar, ao,bar, equal to the circumferential acceleration of the bead? You must justify your answer to receive any credit. Apr 08 2022 02:04 PM

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