Yes, all particles and their positions are arbitrary. It might help you to know that I plan on creating a 2D particle simulator.
It's probably difficult to read my work, but I said that n is the number of particles, so n=2 in my equation when there are two particles.
I'm not sure why the mods moved this post to homework questions. To clarify, this is not a homework question.
I attached my work and diagram of the system.
Hello all,
I am new to PF; this is my first post. I am currently taking a physics class on electricity and magnetism.
I am trying to find an equation to calculate the final position of a charged particle p, given that there are n other particles.
Known:
+ initial (positions and...