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A wheel has a speed of 1200 revolutions per minute and is made to slow down at a rate of 4 rad/s^2 . The no. of revolutions it makes before coming to
Consider the 'L' shaped bar shown in figure. At the instant shown, the bar is rotating at $4rad.{{s}^{-1}}$ and is slowing down at the rate of $2rad .{{s}^{-2}}$.a).Find the acceleration of point A.b).Find
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At the instant shown, wheel A rotates with an angular velocity os ? A B = 4 r a d s ? 1 and an angular acceleration of ? A B =
A hoop is placed on the rough surface such that it has an angular velocity ω = 4 rad/s and an angular deceleration alpha = 5 rad/s^2 ,Also, its centre has a
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A rigid body is spinning about a fixed point (3, - 2, - 1) with angular velocity of 4 rad/s, the axis of rotation being in the direction of (1, 2, -
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A disk is rotating at 4 rad/s. If it is subjected to a constant angular acceleration of 2 rad/s^2, determine the acceleration at A. (A) (4 i+ 32) ft/s^2 (B) (4 i-32j)
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