A 0.152 kg stopper is tied to the end of a string that is 0.842 m long and swung in a VERTICAL circle at a constant speed. If a constant speed of 8.42 m/s is maintained, what is the tension in the cord at the top of the circle?
A 0.152 kg stopper is tied to the end of a string that is 0.842 m long and swung in a VERTICAL circle at a constant speed. If a constant speed of 8.42 m/s is maintained, what is the tension in the cord at the top of the circle?
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I need help with 3 please

Transcribed Image Text:es U.736 seconds to make one
revolution. Calculate the speed of the stone.
02b. Calculate the amount of tension in the cord.
03. A 0.152 kg stopper is tied to the end of a string that is
0.842m long and swung in a VERTICAL circle at a
constant speed. If a constant speed of 8.42 m/s is
maintained, what is the tension in the cord at the top
of the circle?
©2007-2021 Shelte
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