Projectile motion of half a parabola

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Homework Help Overview

The discussion revolves around a projectile motion problem involving a ball thrown horizontally from a height of 3 meters with an initial velocity of 20 m/s. Participants are exploring how to calculate the displacement on the X-axis, final velocity, and time in the air, assuming no air resistance.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the need to separate the x and y components of motion. There is confusion regarding the application of kinematic equations and how to determine the time the ball is in the air. Questions arise about the parameters of the equations and the known values that can be used.

Discussion Status

The discussion is active, with participants providing guidance on how to approach the problem by considering the different components of motion. Some have suggested specific equations to use, while others are still trying to clarify their understanding of the parameters involved.

Contextual Notes

There is an emphasis on the need to identify initial conditions and parameters correctly, as well as the challenge of working with the given information to find the time of flight and displacement.

weesieman
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1. I have a ball that is thrown off a 3m high cliff at 20 m/s horizontally, what is the displacement on the X axis, Vf, and tair? (assuming no air resistance)



Homework Equations


d=Vi*t+(1/2a*t2


The Attempt at a Solution


When I tried to solve this problem I couldn't really find an equation that worked. I'm confused about how to find the time in the air with the given information, do you guys know any other formulas that would be helpful for this problem?
 
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The formula you wrote would work. Do you know what are the parameters in it?
 
You need to think in terms of separate x and y components. The equation you've stated is for the y-component. What is Vi (y direction) in this case? The problem statement tells you. From this you can find t.

Next, you need a kinematic equation for the x direction. It's pretty simple. Think of the forces acting in the x direction. Any guess?
 
mishek said:
The formula you wrote would work. Do you know what are the parameters in it?

I don't think I can use it because all I really know in that formula is Vi and Acceleration
 
hotvette said:
You need to think in terms of separate x and y components. The equation you've stated is for the y-component. What is Vi (y direction) in this case? The problem statement tells you. From this you can find t.

Next, you need a kinematic equation for the x direction. It's pretty simple. Think of the forces acting in the x direction. Any guess?

Vi for Y is 0, so I would need to use the formula to find the time, which is .77 seconds, so with this I can find Dx right?
 
weesieman said:
Vi for Y is 0, so I would need to use the formula to find the time, which is .77 seconds, so with this I can find Dx right?

Yes, but what's the distance equation in the x-direction. Like I said, pretty simple.
 
weesieman said:
I don't think I can use it because all I really know in that formula is Vi and Acceleration

I think you know one more thing. Check the known data once more.
 

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