The mass m1 is free to rotate on a frictionless table. Mass m1 rotates at a constant speed in a circle of radius r and is connected by a string through a hole in the table to a hanging mass m2 . Mass m2 is at rest.\ a. Using variables, write Newton’s 2nd law in the x- and y-direction for mass m2. Suppose m1 = 2.0kg, m2 = 3.0kg, and r = 0.50m b. With what speed must the m1 rotate so that the hanging mass remains at rest?
The mass m1 is free to rotate on a frictionless table. Mass m1 rotates at a constant speed in a circle of radius r and is connected by a string through a hole in the table to a hanging mass m2 . Mass m2 is at rest.\ a. Using variables, write Newton’s 2nd law in the x- and y-direction for mass m2. Suppose m1 = 2.0kg, m2 = 3.0kg, and r = 0.50m b. With what speed must the m1 rotate so that the hanging mass remains at rest?
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The mass m1 is free to rotate on a frictionless table. Mass m1 rotates at a constant speed in a circle of radius r and is connected by a string through a hole in the table to a hanging mass m2 . Mass m2 is at rest.\
a. Using variables, write Newton’s 2nd law in the x- and y-direction for mass m2.
Suppose m1 = 2.0kg, m2 = 3.0kg, and r = 0.50m
b. With what speed must the m1 rotate so that the hanging mass remains at rest?
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