Work and enegry theoretical problem

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The discussion revolves around a theoretical problem involving an 80 kg hiker climbing from 1600 m to 3600 m elevation. The change in potential energy is calculated to be 1.56 x 10^6 Joules, which also represents the minimum work required by the hiker. It is acknowledged that the actual work done can exceed this minimum due to factors such as friction. The participants agree that overcoming friction requires additional energy beyond the calculated potential energy. Seeking further clarification from a professor is suggested for a more comprehensive understanding.
chazgurl4life
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Ok so my problem was: A 80 kg hiker starts at an elevation of 1600 m and climbs to the top of a 3600 m peak.

(a) What is the hiker's change in potential energy?
J

(b) What is the minimum work required of the hiker?
J

(c) Can the actual work done be more than this? YES!

so i figured out a) Change in PE = mg(y2-y1)
=80kg(9.8 m/s^2)(3600m-1600m)
= 1.56 x 10^6 Joules
B) Part b is the same answer cause with your PE you can perform minimum work

But for C i don't understand how the actual work be more than delta PE?
 
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Are you considering friction?
 
Ok ..if we consider friction t the opposite force ( energy used to climb up the peak) has to be more than 1.5 e6 because it has to overcome the force of friction to kepp climbing up. is that right?
 
Yes. That's what I was thinking.
 
thanx so much for your help
 
It was a pleasure, but you should ask a second and better opinion.
 
im going to ask my professor in class thanks anyway
 
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