Energy calculation with no time given

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SUMMARY

The discussion centers on calculating the energy expenditure for carrying ten 30lb concrete blocks up a 24ft ladder, with a payment model based on electrical energy costs of 14 cents per kWh. The key equation provided, energy = power x time, is deemed irrelevant for this specific problem. Instead, the kinetic and potential energy equations are recommended as more appropriate tools for solving the problem. The focus is on understanding the energy involved in lifting the blocks rather than the time taken to do so.

PREREQUISITES
  • Understanding of potential energy equations
  • Familiarity with kinetic energy concepts
  • Basic knowledge of work-energy principles
  • Ability to convert energy measurements to monetary values
NEXT STEPS
  • Study the potential energy formula: PE = mgh
  • Learn about kinetic energy calculations: KE = 0.5mv²
  • Research the relationship between work and energy
  • Explore conversion factors for energy to cost calculations
USEFUL FOR

This discussion is beneficial for physics students, engineers, and anyone involved in energy calculations or cost assessments related to physical work and mechanical systems.

mbm
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Homework Statement



suppose you had to carry ten 30lb concrete blocks up a 24ft ladder, to build a chimney. if you were paid for the work that you did on the blocks at the same price as electrical energy costs (14 cent kWh). how much money would you make from this job.

Homework Equations



energy = power x time

The Attempt at a Solution



should it be assumed that the whole time is an hour? or is there a way to calculate time
 
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mbm said:

Homework Statement



suppose you had to carry ten 30lb concrete blocks up a 24ft ladder, to build a chimney. if you were paid for the work that you did on the blocks at the same price as electrical energy costs (14 cent kWh). how much money would you make from this job.

Homework Equations



energy = power x time

The Attempt at a Solution



should it be assumed that the whole time is an hour? or is there a way to calculate time

hmmm... How do I put this politely. Your relevant equation, isn't relevant to this problem. You could take a week to carry the bricks up the ladder and the energy would be the same as if it took you an hour.

Are you familiar with the kinetic and potential energy equations? They might be more useful here.
 

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