Lab Questions on gravitational potential energy and Kinetic Energy

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Homework Help Overview

The discussion revolves around a lab investigation involving calculations of gravitational potential energy, kinetic energy, and power related to running up a flight of stairs. The original poster presents their calculations based on given parameters such as mass, height, distance, and time.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the calculations for gravitational potential energy and kinetic energy, questioning the appropriateness of using kinetic energy in the power calculation. There are inquiries about whether the total distance traveled should be considered and the correct application of the work-energy principle.

Discussion Status

Some participants express confidence in the gravitational energy calculation while others suggest reconsidering the kinetic energy approach for the power calculation. There is a mix of interpretations regarding the use of force and distance in the context of work, indicating an ongoing exploration of the concepts involved.

Contextual Notes

Participants are navigating potential misunderstandings about the definitions and relationships between work, energy, and power, particularly in the context of the specific setup of the problem.

NeomiXD
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In this investigation I had to calculate my maximum power as I run up a flight of stairs. These are a few questions that I have for my lab. I want to know if my calculations are right.

Given:

1. mass: 70kg
2. h = 1.17m
3. d= 1.78m
4. t = 2.02s

Use the information from 1 and 2 to find the change in gravitational potential energy.

ΔEG = mgΔh
ΔEG = (70kg) (9.8 N/kg) (1.17m)
ΔEG = 802.62 J


Use the information in steps 1 and 3 to find average kinetic energy.

v = Δd/Δt
v = 1.78m/2.02s
v = 0.88m/s

Ek = mv²/2
Ek = (70kg) (0.88m/s)²/2
Ek = 27.10 J


Using the information in steps 4 and 7 find your power.

W = (27.10J) (1.78m)
W = 23.08 W

P = W/Δt
P = 48.24 J/2.02s
P = 23.88 W
 
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Gravitational energy looks fine. I'm pretty sure your kinetic calculation is all right too, unless they want you to find the total distance traveled (using the height and the horizontal distance). There seems to be some confusion in the third part. Remember Work=FORCE*distance, not energy*distance, and remember the units of force and work are Newtons and joules (units of energy are the same as for work).
 
Is this right for the third part

P = Ek/Δt
P = 27.10 J / 2.02s
P = 13.42 W
 
Well...this is what I think. Remember that the full equation for work is F*d cos theta. If theta is 90 degrees (the force is perpendicular to the distance) cos theta is 0. So, I think you shouldn't use the kinetic energy for this, it is changing perpendicular to the distance you are looking at (the height). Use the change in gravitational energy for this, and you'll be done.
 

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