What is the Minimum Breaking Tension of Tarzan’s Vine Rope?

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Homework Help Overview

The problem involves Tarzan attempting to swing across a river using a vine rope, with a focus on determining the minimum breaking tension of the rope. The scenario considers Tarzan as a point mass of 85 kg and involves a maximum angle of 40 degrees to the vertical during the swing.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the forces acting on Tarzan, including gravitational force and tension in the rope. One participant attempts to express the tension in terms of centripetal force and gravitational force but indicates uncertainty about how to proceed. Another suggests using conservation of energy to find the velocity at the lowest point of the swing.

Discussion Status

The discussion is ongoing, with participants exploring different approaches to the problem. Some guidance has been offered regarding the use of conservation of energy, but there is no clear consensus or resolution yet.

Contextual Notes

The problem is presented as a bonus question for a test, which may contribute to the participants' stress and uncertainty in approaching it.

rpullo
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Homework Statement



Tarzan wishes to swing across a crocodile infested river to consort with Jane, using a vine rope to swing on. In order to reach Jane's side he must swing so that the rope makes a maximum angle of 40 degrees to the vertical. Regarding Tarzan as an 85 kg point mass, what is the minimum breaking tension of the rope if the crocodiles are to be disappointed and Jane delighted?

(assume the rope is light and Jane loves Tarzan)

Homework Equations



Fg = mg (833 N)
Fc = T - Fg

The Attempt at a Solution



Don't know where to start..it's a bonus question for our test
Thanks!
 
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An attempt at the question:

Fg is a constant 833 N on Tarzan.

Because Fc = T - Fg

T = Fc + Fg
= mv^2/r + 833
= 85v^2/r + 833

Sort of stuck there...
 
Last edited:
Use conservation of energy to find v at the bottom of the swing. How high is tarzan above this point at the start of the swing?
 
That doesn't help me :(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(:(
 

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