Physics, asked by KHANING, 5 months ago

A fly wheel is turning at 180 per/min find the number of revolution made

before it stops of it slows at 2

\pi \: rad \ \:  \ \:
rad / s

1*) 9
2) 18
3) 3
4) 12
please answer me please​

Answers

Answered by Angelpriya80
6

Answer:

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Answered by MagicalBeast
3

Answer:

 initail \: angular \: velocity \:  = wi \\  \\ final \: angular \: velocity \:  =  \: wf \:  \\  \\ angular \: acceleration \:  =  \: a \\  \\ distance \:  =  \: s  \\  \\  \\  wi\:  =  \frac{2\pi(rpm)}{60}   \\  \\ w \: i \:   =  \frac{2\pi \times180}{60} \\  \\ wi \:  =  \: 6\pi \\  \\ also   \\ wf = 0 \\ a =  \: \pi \: rad \div  {second}^{2}  \\  \\ using \\  {wf}^{2}  -  \:  {wi}^{2}  = 2as \\  \\   =  > {0}^{2}  -  \:  {(6\pi)}^{2}  =  \: 2(\pi)s \\  \\  =  > 36 {\pi}^{2}  = 2 \pi \: s \\  \\  =  > s \:  =  \:  \frac{36 {\pi}^{2} }{2\pi}  \\  \\  =  > s \:  = 18\pi \\  \\ number \: of \: rotation \:  =  \:  \frac{s}{2\pi}  \\  \\ number \: of \: rotation \:  =  \frac{18\pi}{2\pi}  \\  \\ number \: of \: rotation \:  = 9

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