Oct 24, 2012 #38 tiny-tim Science Advisor Homework Helper 25,839 258 that's the same as your last one (and 2nkπ/k = 2nπ))
Oct 24, 2012 #40 tiny-tim Science Advisor Homework Helper 25,839 258 yes, θ = (2π/n) times k, for any integer k, are the solutions to cos(nθ) = 1 (they're also the solutions for einθ = 1 … they correspond to n equally-spaced positions on the unit circle) is that the answer to the original question?
yes, θ = (2π/n) times k, for any integer k, are the solutions to cos(nθ) = 1 (they're also the solutions for einθ = 1 … they correspond to n equally-spaced positions on the unit circle) is that the answer to the original question?
Oct 25, 2012 #43 tiny-tim Science Advisor Homework Helper 25,839 258 Daaniyaal said: Yes! How would I prove it though? :/ which part of the proof are you not clear about?
Daaniyaal said: Yes! How would I prove it though? :/ which part of the proof are you not clear about?
Oct 28, 2012 #44 Daaniyaal 64 0 I figured it out, if I were to just replace the statement with my conjecture it would be proven, thanks!
I figured it out, if I were to just replace the statement with my conjecture it would be proven, thanks!