<p>To solve the problem, we need to find the moment of inertia of a circular disc formed by melting a solid sphere. Here are the steps involved:</p><p><strong>Step 1: Calculate the moment of inertia of the solid sphere</strong></p><p>The moment of inerti
Why does rotating a Michelson Morley interferometer 90 degrees produce a fringe change? Why don't we have a way to model gravity? Why is the orbital quantization not applicable to planetary motion? Why does mass increase with Velocity (speed of light)?
(A) Dots in the near half of the sphere were brighter than those in the far half of the sphere. (8) Dots in the near half of a sphere were dimmer than those in the far half. (C) Every dot had an equally high intensity (all bright dots). (D) Every dot had an equaUy low ...
In the study ofphysics, the moment of inertia plays a pivotal role, especially when analyzing the rotation of objects. It can be compared to mass in linear motion but is specifically related to rotational motion. Simply put, the moment of inertia measures an object’s resistance to change in...
BodyLocation of axisMoment of inertia A thin rod of length l Through the center ml2/12 A thin rod of length l Through one end ml2/3 Sphere of radius r Along a diameter 2mr2/5 Cylinder of radius r Along axis of symmetry mr2/2 View chapter Chapter ROTATION OF A RIGID BODY University ...
Sphere: I = 2/5mr^2 v = wr w = omega Hello, I tried to put it in an equation, but it didn't really work out. In this situation, the car was about the size of a model, and, while not exact, the radius of each wheel couldn't have been more than like a centimeter. Convers...
m = mass of sphere (kg, slugs) r = radius in sphere (m, ft) Rectangular Plane Moments of Inertia for a rectangular plane with axis through center can be expressed as I = 1/12 m (a2+ b2) (5) where a, b = short and long sides Moments of Inertia for a rectangular plane...
Moment of inertia is always calculated for a rigid body. It is also said the mass moment of inertia for the rigid body. For an angular acceleration, it found the torque about a rotational axis. It is calculated the same as force and mass acceleration relation....
The moment of inertia of a sphere is 20 kg-m2 about the diameter. The moment of inertia about any tangent is View Solution If I, α and τ are the moment of inertia, angular acceleration and torque respectively of a body rotating about an axis with angular velocity ω then, View Solutio...
The moment of inertia of a hollow sphere is , where M is the mass and R is the radius. If the basketball weighs 0.6000 kg and has a radius of 0.1200 m, what is the angular momentum of the basketball? Answer:The angular momentum of the basketball can be found using the moment of ...