Equations for average and maximum velocity

AI Thread Summary
The discussion focuses on calculating the maximum and average velocity of an object dropped from a height of 45 meters under the influence of gravity (9.81 m/s²). The initial equations presented include V = v(final) - v(initial) = a x (delta)t for maximum velocity and V(avg) = (sqrt(2 x g x (delta)y)) / 2 for average velocity. While the formulas are correct, it is noted that there is a simpler method to calculate average velocity. The user seeks reassurance about their approach without needing the final answers. Overall, the conversation emphasizes the importance of using the right equations and exploring more efficient calculation methods.
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Homework Statement


Given height dropped and gravity constant, what is the maximum and average velocity of an object dropped from a building.
Gravity- 9.81
(Delta)y- 45 m. Height from which object is dropped
T- 3.1 seconds

Homework Equations


V= v(final)-v(initial)= a x (delta)t
V(avg)= (sqrt (2 x g x (delta)y)) / 2

The Attempt at a Solution


I'm not looking for the answers, just reassurance I'm on the right track and using the right equations. So above I think I have the right equation for maximum velocity for the first equation and average velocity for the second equation.
 
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The formulas are right, but the average velocity can be calculated in a much easier way.
 
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