Solving Monkey Swing Physics Problem

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Homework Help Overview

The problem involves a monkey swinging from two vines, focusing on the dynamics of the swing after releasing one vine. The subject area includes concepts from mechanics, specifically centripetal force and energy conservation.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss using conservation of energy to find the speed of the monkey at the lowest point of the swing and the tension in the remaining vine. There are questions about calculating the height difference and the correctness of the tension values previously determined.

Discussion Status

Some participants have offered guidance on using conservation of energy for part C, while others are exploring the implications for part D. There is an ongoing inquiry into the height calculation and the accuracy of the tension values.

Contextual Notes

Participants are navigating assumptions about the system, including the neglect of air resistance and the initial conditions of the monkey's swing. There is uncertainty regarding the tension in the vines and the method for calculating height in the context of energy conservation.

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Homework Statement


http://img256.imageshack.us/my.php?image=b911om5.jpg

sin30= .50 sin60= .87
cos30= .87 cos60= .50
tan30= .58 tan60= 1.73

A 5.0 kilogram monkey hangs initially at rest from two vines. A and B, as shown above. Each of the vines has length 10 meters and negligible mass.

For parts c and d:
The monkey releases vine A and swings on vine B. Neglect air resistance.
c. Determine the speed of the money as it pass through the lowest point of it's first swing.

d. Determine the tension in vine B as the monkey passes through the lowest point of its first swing.

Homework Equations


Centripetal force? m(v^2/r)


The Attempt at a Solution



Completed parts a and b. Force diagram and tensions in each vine before release. T1= 9N and T2= 5.13N

I'm not sure as what I am to do... I'm thinking that it has something to do with centripetal force but not sure cause he is swinging.
 
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Part C - the easiest way is probably conservation of energy.
Calculate the difference in height between it's initial position and the position when the vine is at it's lowest point. PE = m g h and KE = 1/2 m v^2

Part D - don't forget you also have the weight of the monkey.
 
that makes sense, thanks for the tip. Never would have thought to use conservation of energy.
 
Hothot330 said:
Never would have thought to use conservation of energy.
It's always a good bet - it can't necessarily answer all questions (part D for instance) but when it's right it's right! And is generally simple, you don't have to worry about angles and vectors etc.
 
ahh but how do you calculate the height? Are you sure the tension in both a and b are correct hothot?
 

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