A disc rotates with an angular velocity omega and kinetic energy when its angular momentum
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can u redefine the question please
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The kinetic energy of a rotating object depends on the object's angular(rotational) velocity in radians per second, and on the object's moment ofinertia. Moment of inertia is a measure of how easy it is to change the rotationof an object.
Kinetic energy is the energy of moving objects, including objects that are rotating. The kinetic energy of a rotating object depends on the object's angular (rotational) velocity in radians per second, and on the object's moment of inertia. Moment of inertia is a measure of how easy it is to change the rotation of an object. Moments of inertia are represented with the letter I, and are expressed in units of kg∙m2. The unit of kinetic energy is Joules (J). In terms of other units, one Joule is equal to one kilogram meter squared per second squared
K = kinetic energy
I = moment of inertia (kg∙m2)
ω = angular velocity (radians/s)
Kinetic energy is the energy of moving objects, including objects that are rotating. The kinetic energy of a rotating object depends on the object's angular (rotational) velocity in radians per second, and on the object's moment of inertia. Moment of inertia is a measure of how easy it is to change the rotation of an object. Moments of inertia are represented with the letter I, and are expressed in units of kg∙m2. The unit of kinetic energy is Joules (J). In terms of other units, one Joule is equal to one kilogram meter squared per second squared
K = kinetic energy
I = moment of inertia (kg∙m2)
ω = angular velocity (radians/s)
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