In that experiment, there was a moment of inertia.
<h2>Further Explanation
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Moment of inertia is defined as the inertia of an object to rotate on its axis, or it can be said to be a measure of the difficulty to make an object rotate or move in a circle. The moment of inertia can also be referred to as a quantity that shows the ability of an object to maintain its angular velocity in rotational motion. The amount of moment of inertia depends on the shape of the object and the position of the object's rotational axis. Moments of inertia play a role in rotational dynamics such as a mass in basic dynamics and determine the relationship between angular momentum and angular velocity, the moment of force and acceleration of angles, and several other quantities. Although the scalar discussion of the moment of inertia, the discussion using the tensor approach allows analysis of more complex systems such as gyroscopic motion. Objects that consist of a composition of particles or smaller constituent objects, if the rotational motion, then the moment of inertia is equal to the result of the sum of all the constituent inertia.
Newton's first law reads that objects which are not given an external force (external force) will tend to maintain their state. An object tries to maintain its state which is very dependent on the moment of inertia.
The greater the moment of inertia, the object will be difficult to move. Conversely, a moment of inertia that is of little value causes objects to move easily.
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Details
Grade: College
Subject: Physics
keywords: moment, inertia.
