Can Mathematica help with solving projectile motion equations?

[tempneff]

I am hoping to use Mathematica to solve simple projectile motion equations. Can anyone offer some tips in regard to the syntax, or maybe a reference guide/site?

 

[fss]

Why? If the projectile motion questions are actually simple it will probably take you more time to put it into Mathematica than to use a handheld calculator.

What exactly did you have in mind? It's hard to offer syntax advice when you don't fully explain what you want to do.

 

[Dale]

I am hoping to use Mathematica to solve simple projectile motion equations. Can anyone offer some tips in regard to the syntax, or maybe a reference guide/site?

Try the online help, it is quite good and is what I use.

x[t_]:=a t^2 + v0 t + x0

or

x==a t^2 + v0 t + x0

depending on if you want an equation or a function.

 

[ukotnot]

There is a detailed example of projectile motion using Mathematica at
http://blog.wolfram.com/2010/09/27/do-computers-dumb-down-math-education/"

 

[PJC01]

Yes, Mathematica can definitely help with solving projectile motion equations. It is a powerful software that has built-in functions and capabilities for solving mathematical equations and performing simulations. To solve projectile motion equations in Mathematica, you can use the built-in functions such as NDSolve or DSolve, depending on the type of equation you are trying to solve. You can also use the Manipulate function to create interactive simulations of projectile motion.

As for syntax and reference guides, the Mathematica documentation is a great resource. It provides detailed explanations and examples of how to use different functions and syntax in Mathematica. There are also many online resources and forums where you can find tips and examples of how to solve specific equations using Mathematica.

In summary, Mathematica is a powerful tool for solving projectile motion equations and has a wealth of resources available to help you with syntax and reference guides. I would recommend exploring the documentation and reaching out to the Mathematica community for specific tips and guidance.