Help With *Simple* Projectile Motion Problems

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SUMMARY

The discussion focuses on solving a simple projectile motion problem involving the horizontal throw of car keys from a height of 78 meters at an initial velocity of 5.0 m/s. The key formula for calculating the range is identified, although the user expresses uncertainty about the angle "T" and the time variable. The correct approach involves using the initial velocity, gravitational acceleration of 9.8 m/s², and a distance formula to determine how far from the cliff the keys will land. The user ultimately submitted an incorrect answer due to confusion over the problem's requirements.

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shoez
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1. You accidentally throw your car keys horizontally at 5.0 m/s from a cliff 78 m high. How far from the base of the cliff should you look for the keys?




2. Maxiumu Horizontal Distance
Range = [Vi^2]/2 x (2sinTcosT)(G)

I know that it's a very simple problem, but I need help getting the steps down. I believe that the above formula is correct, but I could be wrong. If the above formula is correct, then how would I find the measurment of angle "T"?

-shoez
 
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I think you are making it too complicated.

Write out your variables:

initial velocity:
final velocity:
distance:
time:
acceleration:

based on the variables you have, you should be able to use a distance formula.
I am unsure which variable you are using right now...

Hope this helps.
 
aimslin22 said:
I think you are making it too complicated.

Write out your variables:

initial velocity:
final velocity:
distance:
time:
acceleration:

based on the variables you have, you should be able to use a distance formula.
I am unsure which variable you are using right now...

Hope this helps.


Well, it's a bit too late, I just submitted my final (and incorrect) answer to WebAssign. But here's what I know so far:

initial velocity: 5.0m/s
final velocity: (I believe it is irrelevant to the problem at hand.)
distance: (X)
time: (?) Unsure how to solve for time in this case.
acceleration: 9.8m/s (Gravity)

My teacher is a great guy, but he recently emigrated from Pakistan and has a very thick accent, which makes it difficult to understand him. I'm sure he instructed us to do solve the problems correctly, but I didn't come away with much on this subject.
 

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