Suppose you twirl a mass on a string in a vertical circle at a constant speed like you did in lab. The diagram shows the object when it is at the very top of the circle and at the very bottom of the circle. The arrows indicate the direction of motion at that motion at those moments. For simplicity, let's say the speed is constant and equal to 5.0 m/s, let the diameter equal 1.0 m, and let the mass equal 0.050 kg. a. Calculate the string tension at the top. b. Calculate the string tension at the bottom. Suppose you slow down the speed just enough so that the tension at the top drops to zero. In other words, the object "just makes it" to the top. Find that speed. LO

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Chapter1: Units, Trigonometry. And Vectors
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Suppose you twirl a mass on a string in a vertical circle
at a constant speed like you did in lab. The diagram shows the
object when it is at the very top of the circle and at the very bottom
of the circle. The arrows indicate the direction of motion at that
motion at those moments. For simplicity, let's say the speed is
constant and equal to 5.0 m/s, let the diameter equal 1.0 m, and let
the mass equal 0.050 kg.
a. Calculate the string tension at the top.
b. Calculate the string tension at the bottom.
C.
Suppose you slow down the speed just enough so that the
tension at the top drops to zero. In other words, the object
"just makes it" to the top. Find that speed.
:O
Transcribed Image Text:Suppose you twirl a mass on a string in a vertical circle at a constant speed like you did in lab. The diagram shows the object when it is at the very top of the circle and at the very bottom of the circle. The arrows indicate the direction of motion at that motion at those moments. For simplicity, let's say the speed is constant and equal to 5.0 m/s, let the diameter equal 1.0 m, and let the mass equal 0.050 kg. a. Calculate the string tension at the top. b. Calculate the string tension at the bottom. C. Suppose you slow down the speed just enough so that the tension at the top drops to zero. In other words, the object "just makes it" to the top. Find that speed. :O
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