A solid cylinder of mass and radius is free to rotate about the horizontal axis. A massless string is wound round the cylinder with one end attached to it and other hanging freely. Tension in the string required to produce an angular acceleration of 2 revolutions is
Get Answer
Here revolutions (given)
As so
A wheel rotates with a constant acceleration of . If the wheel starts from rest, the number of revolutions it makes in the first ten seconds will be approximately
8
16
24
32
Number of revolutions (approx.)
A fly wheel is accelerated uniformly from rest and rotates through in the first second. The angle rotated by the fly wheel in the next second, will be :
We have
Here, and
Now,
.
Around a hollow cylinder of mass and radius a rope is wounded. If a rope is pulled with a force of , the angular acceleration of the cylinder is
revolutions
A wheel is rotating at about its own axis. When the power is switched off, it comes to rest in 2 minutes. Then the angular retardation in is
Given, no. of rotation
Time, minutes
Final angular speed (as wheel comes to rest)
Angular retardation
A body rotating with uniform acceleration about its geometrical axis makes 8 rotations in the first 2 seconds. The number of rotations the body makes in the next 3 seconds is
(Initially the body is at rest)
50
25
42
21
By equation of motion
Here, angular velocity,
Divide equation (ii) by (i)
rotations
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