Ive a problem? It so easy but I can't get it

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Homework Help Overview

The problem involves an acrobat jumping from a height onto a trampoline, with a focus on calculating the force exerted by the trampoline during the bounce. The subject area includes concepts from mechanics, specifically relating to impulse and momentum.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to use kinematic equations to find acceleration and subsequently force but encounters difficulties. Some participants suggest looking into the definition of impulse and its relationship to force. Questions arise about how to determine momentum before and after the acrobat's contact with the trampoline.

Discussion Status

Participants are exploring different definitions and equations related to impulse and momentum. Guidance has been offered regarding Newton's second law and the relationship between change in momentum and force. There is an ongoing discussion about how to calculate the necessary values for momentum before the acrobat contacts the trampoline.

Contextual Notes

There is a mention of confusion regarding the correct application of formulas and the need to determine initial conditions for momentum. The discussion reflects uncertainty about the definitions and calculations involved in the problem.

G153
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PLEASE HELP A 68 kg acrobat jumps from a 2 meter ledge on to a trampoline. If the acrobat bounces off the trampoline with a velocity of 10.6 m/s over a contact time of 1.02 seconds, what force did the trampoline exert on the acrobat?Well I ve tried to do it multiples times, using the formula Vf=Vi+a*t and solving for a. Then I substitute in the Force equation but I get the wrong number and my teacher told me is the wrong equation but i don't know what else to use.
 
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What you want to look up is the definition of impulse...
 
I'm not sure we've been using this definition. But eventually, how can I use it?
Shouldn't I find force?
 
Sure, if you haven't heard of impulse you can start with Newton's 2nd law dp/dt = F, which can also be more loosely written:
Δp = F Δt
 
So in this case do I use that formula and calculate: Δp= F (found with acceleration) * 1.02s?
So is Δp the force that the problem is asking me?
 
Δp/Δt is the force, yes.
And yes, Δt is the value you are given, but the "tricky" part is determining Δp because you are only given the value of p when the acrobat is bouncing off but have to determine p when he's coming on the trampoline...
 
Is it different because the velocity changes right?
For the first p I got p=68*10.6=720.8. So then how am I supposed to find the second one that you were talking about?
 
Well, what's the acceleration of a falling body near the surface of the earth?
 
9.8 m/s^2 ?
 
  • #10
correct, so what is v(t) for a falling object?
how long will it take the object to fall 2 meters if it starts from rest?
 
  • #11
If he jumps off a ledge 2 m above the trampoline, what do you think his velocity was immediately before he made contact with the trampoline?

Chet
 

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