Programming the TI-83+ SE for Projectile Motion

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SUMMARY

The discussion focuses on programming the TI-83+ SE graphing calculator to model projectile motion using the formula y = ((Voy)/(Vox))X - (g/(2(Vox^2)X^2)). Users seek guidance on how to implement this formula for graphing parabolas and solving for undefined variables. Recommendations include consulting the calculator's manual and engaging with peers for collaborative learning. The conversation emphasizes hands-on experimentation as a key learning strategy in programming.

PREREQUISITES
  • Understanding of projectile motion equations
  • Familiarity with the TI-83+ SE graphing calculator
  • Basic programming concepts
  • Knowledge of graphing functions
NEXT STEPS
  • Research how to input equations into the TI-83+ SE graphing calculator
  • Learn about programming in TI-BASIC for the TI-83+ SE
  • Explore resources on projectile motion simulations
  • Consult the TI-83+ SE manual for advanced graphing techniques
USEFUL FOR

Students, educators, and hobbyists interested in physics and programming on graphing calculators, particularly those using the TI-83+ SE for modeling projectile motion.

Drayakir
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Hello, I was wondering if anyone could help me out with this:

I have a TI-83+ SE. I have gotten the formula for the path of a projectile without air-resistance. It is:

y= ((Voy)/(Vox))X)-(g/(2(Vox^2)X^2)))

Now, I have a question. How do I program it to make it graph the parabola that I am supposed to get, and how can I get it to find me undefined variables (I have a basic grasp of programming, though this is beyond my league).

Any help would be greatly appreciated, thanks.
 
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Or maybe a link to a website that has these?
 
Honey, I think your problem is that most of us who use graphing calculators don't use TI. I use the HP-48 series, personally.

It's probably not much help, but I'd suggest that you (a) consult the manual and (b) talk to your classmates. Generally speaking, the best way to learn to program something is to try things out. You fail a lot, but even your failures teach you something, and you'll remember it longer and better.
 

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