The angular speed of truck wheel is increased from 900 rpm to 2460 rpm in 26 seconds. The number of revolutions by the truck engine during this time is --------. (Assuming the acceleration to be uniform).

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5 months ago

The number of revolutions can be found using the rotational kinematic equation for angular displacement (θ):
θ = (ω_initial + ω_final)/2 * t
Number of revolutions = θ / 2π
Number of revolutions = [ (ω_final + ω_initial) * t] / (2 * 2π)

Based on the numerical values provided in the document, the calculat

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Physics System of Particles and Rotational Motion 2025

Physics System of Particles and Rotational Motion 2025

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