In the figure below, mass m is rotating about point A on a frictionless surface with a constant velocity vo and a constant radius ro. The other mass m was hinged by the cable and it stays in equilibrium thanks to the rotation of the first mass. Vo m The test is repeated by changing the hinged mass to 2m. In this case, find the new constant radius r1, in terms of ro and the new constant velocity vị, in terms of vo. m VI 2m
In the figure below, mass m is rotating about point A on a frictionless surface with a constant velocity vo and a constant radius ro. The other mass m was hinged by the cable and it stays in equilibrium thanks to the rotation of the first mass. Vo m The test is repeated by changing the hinged mass to 2m. In this case, find the new constant radius r1, in terms of ro and the new constant velocity vị, in terms of vo. m VI 2m
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![In the figure below, mass m is rotating about point A on a frictionless surface with a constant velocity vo and a constant
radius ro. The other mass m was hinged by the cable and it stays in equilibrium thanks to the rotation of the first mass.
m
ro
A
Vo
The test is repeated by changing the hinged mass to 2m. In this case, find the new constant radius rı, in terms of ro and
the new constant velocity v1, in terms of vo.
m
VI
2m|](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F517dafe6-7fc4-4e29-beea-66de499e97dc%2F8e8c2ba0-edaa-4721-9efc-716c12c97a8d%2Fxyjykb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:In the figure below, mass m is rotating about point A on a frictionless surface with a constant velocity vo and a constant
radius ro. The other mass m was hinged by the cable and it stays in equilibrium thanks to the rotation of the first mass.
m
ro
A
Vo
The test is repeated by changing the hinged mass to 2m. In this case, find the new constant radius rı, in terms of ro and
the new constant velocity v1, in terms of vo.
m
VI
2m|
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