will the density of the string in a "tin-can telephone" affect the speed of the wave?
if the density is higher but the wire is the same shape and size, it has more mass, hence more inertia. that should slow the waves up-down motion.
thanks, i was hoping that would be true, now any idea how to measure the speed of the waves once they reach the other side? im stuck and need to design a way to do so
Sorry but I know of no shortcuts to this kind of problem, though I do believe they exist. The only way that I know of to find out this kind of thing is to completely solve the string, which involves using partial differential equations (pretty hard): http://tutorial.math.lamar.edu/Classes/DE/VibratingString.aspx perhaps an engineering site of some kind can provide a simpler equation? try http://www.physicsforums.com/showthread.php?t=204859 sorry I can't help more...
its alright, thanks for your efforts!
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