Find initial height when velocity is given

AI Thread Summary
To determine the initial height from which a flowerpot falls, the problem states that it takes 0.2 seconds to pass a 4-meter window. The initial velocity is calculated to be 22 m/s, but this is incorrect since the pot is dropped, meaning its initial velocity should be 0 m/s. The correct approach involves using the equations of motion to find the height above the window, factoring in gravitational acceleration. The discussion emphasizes the need to reassess the initial conditions of the problem, particularly the initial velocity when an object is dropped. Understanding these fundamentals is crucial for solving the problem accurately.
KendraSan
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Homework Statement


A flowerpot falls from the ledge of an apartment building. It takes .2 s for the pot to pass the 4 m window below. How far above the top of the window is the ledge from which the pot fell? (Neglect air resistance)


Homework Equations



y(t)=y0 + (voy)(t) - 1/2g(t^2)
vy(t) = voy - gt

The Attempt at a Solution


4m/.2s =20m/s
so vy(.2)=voy-(9.81*.2)
20+1.962= voy
22= initial velocity

y(t)=y0 + 22(.2)-(9.81/2)(.2^2)
0 = y0 +4.4 - .2



Yeah, I know I'm wrong I just can't figure out how to do this problem.
 
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KendraSan said:

Homework Statement


A flowerpot falls from the ledge of an apartment building. It takes .2 s for the pot to pass the 4 m window below. How far above the top of the window is the ledge from which the pot fell? (Neglect air resistance)

Homework Equations



y(t)=y0 + (voy)(t) - 1/2g(t^2)
vy(t) = voy - gt

The Attempt at a Solution


4m/.2s =20m/s
so vy(.2)=voy-(9.81*.2)
20+1.962= voy
22= initial velocity

y(t)=y0 + 22(.2)-(9.81/2)(.2^2)
0 = y0 +4.4 - .2
Yeah, I know I'm wrong I just can't figure out how to do this problem.
You need to think about the pot's initial velocity again. What happens when you drop something? How fast it is going the moment you let go of it?
 
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