A bit of explanation here, s is a distance with unit [L] and theta is an angle in radians, I need to find c in terms of [L] and [T] (T being a unit of time) for this equation "theta=s/c" if you can explain how to remove theta without a sin or cos popping up on the other side i would greatly appreciate it.

Question

e.mccormick · Answer

so $\dfrac{s}{c}$ is measured in radians.  Hmmm.

This sounds like some sort of arc happening over time.  Have you looked at the arc measure formulas?

e.mccormick · Answer

$\theta = \dfrac{ArcLen}{radius}$

anonymous · Answer

Well none of my answers have trig functions in them, one answer is [c]=1/[L]. Answers like that i just don't see how you cam remove the theta without using some kind of trig function.

anonymous · Answer

son of a gun your a genius, I see what you mean now!

e.mccormick · Answer

Nah, I just thought about what other formulas used theta in radians but not the trig ratios.  At least it gives you a starting point.  Then you get to play algebra games to solve the rest.

anonymous · Answer

Yeah, thanks and i got the answer thanks a ton.

e.mccormick · Answer

np.  have fun!