A uniform solid sphere of radius ris placed inside a hemispherical bowl, whose inside surface has a radius R. The sphere is initially at an angle to the vertical, as measured from theconter of the hemisgphere, and released from rest. (See figura below). It then rolls without alipping. What in the angular speed of the sphere when it reaches the bottom of the hont? (eany variable or symbol stated above along with the following as necessary: g for the acceleration of gravity.)10PR(1.cos(0))Can you apply conservation of energy? Can you choose an isolated system? What types of energy are changing What types of kinetic energy does the sphere have How ia the angularspeed related to the linear speed if the sphere ralls without sipping?

The angular speed of the bowl when it reaches the bottom of the bowl. Given, angle=θradius of solid…

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