Projectile Motion: Water Balloon Launch Project

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Homework Help Overview

The discussion revolves around a water balloon launch project where participants are tasked with calculating the distance a water balloon will travel based on various parameters, including the spring constant, mass of the balloon, launch angle, and the distance the launcher is pulled back. The context involves applying principles of physics, particularly in projectile motion and energy conservation.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss using conservation of energy to determine the initial velocity of the balloon at launch. There are inquiries about the kinematic equations of motion and how they apply to the scenario. Some participants express a desire for a simplified sequence of equations for educational purposes.

Discussion Status

The discussion is ongoing, with participants exploring different methods to approach the problem. Some guidance has been offered regarding the use of energy conservation and kinematic equations, but there is no explicit consensus on a single method or sequence of equations to present to students.

Contextual Notes

Participants note the educational context of the problem, specifically its application in a forensic science lesson related to ballistics. There is mention of specific parameters for a hypothetical launch scenario, but no definitive conclusions are drawn regarding the calculations.

jrocco
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For a water balloon launch project, our students need to calculate the distance that the balloon will travel given the following information:

K- the spring constant of the launcher
the mass of the water balloon
the angle of launch
the distance that the launcher is pulled back.

Can anyone provide the sequence of equations (step by step) that leads to the students determining the distance that the balloon will travel?

I simply want them to tell me where to sit and they will launch their balloon (given the conditions above) and hopefully hit me.

Thanks
 
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jrocco said:
For a water balloon launch project, our students need to calculate the distance that the balloon will travel given the following information:

K- the spring constant of the launcher
the mass of the water balloon
the angle of launch
the distance that the launcher is pulled back.

Can anyone provide the sequence of equations (step by step) that leads to the students determining the distance that the balloon will travel?

I simply want them to tell me where to sit and they will launch their balloon (given the conditions above) and hopefully hit me.

Thanks

Welcome to the PF.

I would think that you would want them to miss you, not hit you... :smile:

Are you familiar with the kinematic equations of motion for constant acceleration (the acceleration due to gravity in this case)?

http://en.wikipedia.org/wiki/Kinematics#Kinematics_of_constant_acceleration

.
 
I'd first use the conservation of energy to calculate the initial velocity of the balloon once it's launched. Namely, potential energy in the spring becomes kinetic energy, if all other energy transformations are negligible. After that, do what berkeman said.
 
I am slightly familiar with the kinematic equations. I do understand that in finding the initial velocity I use, v = squ 2(g)(h).

I am however looking for a simplified sequence of equations to givemy students. This is for a forensic science lesson related to ballistics.

So, if a student chooses to pull back the launcher 2 meters, launches a balloon with the mass of .234 kg at a 50 degree angle...how far will the balloon travel?

Thanks
 

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