Fan is rotating at $120 r p m$ find its frequency & angular speed $(ω)$ .

Open in App

Solution

The frequency of the fan is,
$f = \frac{120 r p m}{60} = 2 h e r t z$

Angular speed will be,

$ω = 2 π \times f = 2 π \times 2$

$= 4 π r a d / sec$

Suggest Corrections

Similar questions

Q. Find the angular acceleration of the loop when it has rotated through an angle

ϕ

from its original orientation and is rotating downward at an angular speed

ω

Q. A wheel is rotating at an angular speed

ω

about its axis which is kept vertical. An identical wheel initially at rest is gently dropped into the same axle and the two wheels start rotating with common angular speed. Find this common angular speed.

A fan initially rotating at $60 rad/sec$ clockwise accelerates and aquires an angular velocity of $110 rad/sec$ clockwise. If the angular acceleration of fan is constant and it takes $2 sec$ to change its angular velocity, find the angular acceleration of the fan.