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Explain moment of inertia
Moment of inertia is the term used to calculate or quantify the amount of mass located at an object's extremities. For instance if all the mass of an object was located in a small compact size (like a lead ball) its moment of inertia would be small compared to the similar amount of mass shaped into a dumbbell. Because a dumbbell has most of its mass located farther from its center. But there is a "qualification" here. Moment of inertia is measured relative to a hypothetical spin axis. Once you choose the spin axis then you measure the moment of inertia by multiplying the mass times its distance to the spin axis squared; I = MR2
When a system returns back to its initial state after passing by dissimilar phase, the phenomena is said to be a cyclic process. In this process as ΔU = 0. From first law of the
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There are mainly three parts of Logic gates (1) The 'OR' gate (i) It has two inputs (A and B) and only one output (Y) (ii) Boolean expression is Y = A + B (iii
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