The problem involves Tarzan swinging on a vine, with the goal of determining his speed at the bottom of the swing under two different initial conditions. The context includes concepts from mechanics, specifically energy conservation and forces acting on a swinging object.
There is ongoing exploration of different approaches to the problem, with some participants providing guidance on using energy conservation principles. Multiple interpretations of the setup and calculations are being discussed, but no consensus has been reached on the final answers.
Participants note the importance of accurately determining the change in height based on the angle of the vine and the initial position of Tarzan. There is also mention of constraints related to homework rules and the need for careful consideration of the problem's parameters.
inky said:Hello Mandy,
You may use law of conservation of energy to find the velocity at the bottom.
(delta) h= 34-34cos38
so you canget v=11.88 ms-1 if g= 9.8 ms-2