Circular MotionA 1 Kg bead is confined to move on a vertical circle of radius 2 meters. There is nofriction between the bead and the circular track. The bead has a speed of 10 m/swhen at the top of the circle at point "A", and the total mechanical energy of thebead is assumed to be constant as it moves around the circle.Assume it takes the bead 0.62 seconds to go counter-clockwise from point "A" topoint "B" each cycle.10 m/s2 m1Note: vector directions should be given as the "standard" angle with0<0 < 360 degrees30°Calculate the magnitude of the average velocity (m/s) from "A" to "B" (based on the0.62 seconds mentioned in the description).

The magnitude of average velocity (m/s) from A to B. Given, Radius of the circleR=2 mTime takent to…

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