What is the power of the weightlift?"

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SUMMARY

The power of a weightlift can be calculated using the formula for gravitational potential energy and the power formula. In the discussion, Dan calculated the potential energy (E_p) of a 202 kg weight lifted to a height of 2.7 m, resulting in 5344.92 Joules. He then determined the power (P) by dividing the energy by the time taken (1.7 seconds), yielding a power output of 3144.07 Watts. This calculation is accurate based on the provided parameters and formulas.

PREREQUISITES
  • Understanding of gravitational potential energy (E_p = mgh)
  • Knowledge of power calculation (P = E/t)
  • Familiarity with basic physics concepts such as mass, height, and time
  • Ability to perform unit conversions and calculations
NEXT STEPS
  • Study the principles of energy conservation in physics
  • Learn about different forms of power calculations in mechanical systems
  • Explore advanced topics in kinematics and dynamics
  • Investigate real-world applications of power measurements in sports science
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This discussion is beneficial for physics students, educators, and anyone interested in understanding the calculations behind physical performance in weightlifting and other sports.

danago
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Hey. I had a test today. In every test, my teacher puts some questions in where people can get extra marks. The questions involve things we have yet to cover, so usually people won't answer them.

Heres one of the questions:

"A weightlifter lifts a weight of 202kg to a height of 2.7m above the ground. He does this in 1.7 seconds. What is the power of the weightlift?"

I wasnt 100% sure, but i remembered some formulas i had learned in previous years, and chucked some things together. What i did was:

[tex] \displaylines{<br /> E_p = mgh \cr <br /> = (202)(9.8)(2.7) \cr <br /> = 5344.92J \cr <br /> P = \frac{E}{t} \cr <br /> = \frac{{5344.92}}{{1.7}} \cr <br /> = 3144.07W \cr}[/tex]

Not sure if its even close to being right, but it was worth a try atleast. Could someone please tell me what i should have done.

Thanks,
Dan.
 
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From what is know of, it is correct
 
Ooh. That would be really good :)

Thanks for replying.
 

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