✅ Simple Non Bowling Arm Drill to Bowl Fast

A hemispherical bowl of uniform mass distribution of mass ‘M’ is at rest on frictionless horizontal ground sur- face. There is a small insect of mass 'm' on bowl at point ‘A’ of the bowl at rest. Now the insect moves with constant speed ‘v’ relative to bowl in vertical plane. Assume that insect does not slip on the bowl. When insect at point ‘P’ on the bowl the displacement of centre of mass of the system (bowl + insect) is :

A hemispherical bowl of uniform mass distribution of mass ‘M’ is at rest on frictionless horizontal ground sur- face. There is a small insect of mass 'm' on bowl at point ‘A’ of the bowl at rest. Now the insect moves with constant speed ‘v’ relative to bowl in vertical plane. Assume that insect does not slip on the bowl. When the insect is at point ‘P’ of the hemispherical bowl the acceleration of bowl is :

A hemispherical bowl of uniform mass distribution of mass ‘M’ is at rest on frictionless horizontal ground sur- face. There is a small insect of mass 'm' on bowl at point ‘A’ of the bowl at rest. Now the insect moves with constant speed ‘v’ relative to bowl in vertical plane. Assume that insect does not slip on the bowl. When the insect reaches point ‘P’ of the hemisphere the displacement of hemisphere w.r.t. ground is :

A small mass of 10 g lies in a hemispherical bowl of radius 0.5 m at a height of 0.1 m from the bottom of the bowl. The mass will be in equilibrius if the bowl rotates at an

A bowling machine projects a ball of mass 0.15kg in upward direction. If ball displaced along bowling machine 0.2 m and released. after released from bowling machine ball attain 20 m height then find force exerted by bowling machine on ball

A stick is placed inside a hemispherical bowl as shown in Figure. The stick is horizontal and has a length of 2a. Eye of an observer is located at E such that it can just see the end A of the stick. A liquid is filled upto edge of the bowl and the end B of the stick becomes visible to the observer. Radius of the bowl is R. Find the refractive index (mu) of the liquid.

What is the work done in upturning a thin hemispherical bowl as shown in the figure. The mass of the bowl is M and the radius of the bowl is R.

a hemispherical bowl is made of steel 0.5 cm thick. The inside radius of the bowl is 4 cm. Find the volume of steel used in making the bowl.