|Nov6-06, 06:08 PM||#1|
Please Help - A circus Trapeze...
Any help with the following question would be appreciated. Please keep in mind that i'm not very good with physics.
"A circus trapeze consists of a bar suspended by two parallel ropes, each of length l, allowing performers to swing in a vertical circular arc. Suppose a performer with a mass m holds the bar and steps off an elevated platform, starting from rest with the ropes at an angle theta_i with respect to the vertical. Suppose the size of the performer's body is small compared to the length l, she does not pump the trapeze to swing higher, and air resistance is negigable.
A) Show that when the ropes make an angle theta with the vertical, the preformer must exert a force: mg(3 cos theta - 2 cos theta_1), so as to hang on.
B) Determine the angle theta_i for which the force needed to hang on at the bottom of the swing is twice the preformer's weight."
*I tried to attach a picture. Its not very good though, because I had to draw it*
I don't know how to approach the question but, my first question would be where is angle theta_i ?
|Nov6-06, 07:18 PM||#2|
|Similar Threads for: Please Help - A circus Trapeze...|
|Circus Performer on a Rope||Introductory Physics Homework||1|
|If a trapeze artist is hanging from a bar with his feet, holding on to his partner...||Introductory Physics Homework||1|
|Elephant escapes circus to elope||General Discussion||8|
|Smolin's six-ring circus||Beyond the Standard Model||14|
|Flying Circus of Physics||General Physics||1|