Question #290728

A particle makes 240 revolution per minute (rpm)on a circle of radius 3.5.find it's



Angular velocity



Linear velocity



Linear acceleration




1
Expert's answer
2022-01-25T16:05:19-0500

ω=240rpm\omega = 240rpm

r=3.5mr = 3.5m

Angular velocity:\text{Angular velocity:}

In the case of rotational motion, the angular frequency is equal to\text{In the case of rotational motion, the angular frequency is equal to}

the modulus of the angular velocity vector.\text{the modulus of the angular velocity vector.}

ω=2402π60=25.13rads\omega = \frac{240*2*\pi}{60}=25.13\frac{rad}{s}


Linear velocity:\text{Linear velocity:}

v=ωr=87.96msv =\omega r = 87.96\frac{m}{s}


Linear acceleration:\text{Linear acceleration:}

a=v2r=2210ms2a = \frac{v^2}{r}=2210\frac{m}{s^2}



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