The interior of the washing machine (cylindrical bowl) spins
circular motion. The turning motion is constant and the turning speed of the wheel remains constant.
The speed is 500 rpm. During spin, it spins at 500 rpm.
Clothes are thrown around and end up hanging on the wall.
54 times greater centripetal acceleration
Earth’s gravitational acceleration
1) Find the radius of this circular basin.
2) Find the tangential velocity of the garment and convert it to miles per hour.
Now suppose the washing machine starts at rest and then speeds up.
At 500 rpm, acceleration is smooth. That
Clothes get wet and thrown away at 500 rpm
The walls feel the same acceleration.
5.4.1x Gravity acceleration.
3. Calculate the tangential acceleration of the garment
Just at that moment.
4) Determines the angular acceleration at which the machine accelerates.
5) Find out how many times the machine has rotated from rest.
Is it the angular velocity at 400 rpm
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