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Originally Posted by SuperDanman
I remember we talked about this in physics once... I forget the equation, but to be traveling at the speed of light would somehow produce a divide-by-zero error (back to the take-an-infinite-amount-of-energy thing brought up before), so its assumed you can travel only below or above the speed of light, but not at.
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v = (v1+v2)/(1+((v1v2)/c^2))
Special Theory of Relativity!
If v1 = v2 = c (you travelling at the speed of light AND the light), you have a a division by zero, so it's impossible to travel at the speed of light.
Remember: m = m0/(1 - (v^2/c^2))^1/2 (where m0 is the inertial mass)
You'll need a bigger, and bigger, and bigger (...) Energy...
I'd like to know how those guys do that in the movies!
