What are the solutions to these work and energy problems?

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SUMMARY

This discussion focuses on solving work and energy problems involving gravitational potential energy and force calculations. The first problem involves a 0.046-kg ball dropped from a height of 6 meters, requiring the application of kinematic equations to determine its velocity at 1 meter above the ground. The second problem pertains to an object dropped from height h, with its velocity calculated at 0.5h. The final problem involves calculating the average force exerted by a football player who expends 100 Joules of energy over a distance of 1.2 meters, necessitating the use of the work-energy principle.

PREREQUISITES
  • Understanding of gravitational potential energy and kinetic energy
  • Familiarity with kinematic equations for velocity calculations
  • Knowledge of the work-energy principle
  • Basic algebra for plugging in values into formulas
NEXT STEPS
  • Study the kinematic equations for motion under gravity
  • Learn about gravitational potential energy and its conversion to kinetic energy
  • Explore the work-energy theorem and its applications
  • Practice problems involving force calculations using the work formula
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Students studying physics, educators teaching mechanics, and anyone looking to improve their problem-solving skills in work and energy concepts.

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Work and energy problems :(

can anyone help me w. these, I am completely lost!

A 0.046-kg ball is dropped froma height of 6m above the ground. When it is 1m above the ground, its velocity will be:

An object is dropped from a small height h above the ground. When its height is 0.5h, its velocity will be:

A football player cfan expend 100J energy on the football when he throws it. If the average distance through which eh accelerates is 1.2m what is the average force that he exerts on the ball?

i know these are suppose to be simple but I am compeltey lost :( help please!
 
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First you need formulas, all this problems are straightforward, so just get the formulas and plug in values.
 

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