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Homework Statement
Problem in the attachment
Homework Equations
-r(dθ/dt)^2= Centripetal force
F=ma
The Attempt at a Solution
The tension force will be cut into two parts.
I split the distance between the two strings into two sections, so the distance "r" to the mass can be defined as "L^2 - (d/2)^2 = r^2" where d is the total distance between the strings, and r is the distance to the mass.
[itex]F_{x}= -m\omega^{2}; F_{y} = -mg[/itex]
The centripetal force will be divided by the two strings intuitively, but I'm not sure how to actually go about it mathematically. The two forces are already in their most basic component forms.
So, I have no idea how to deal with the vectors mathematically.
N.B. Sorry about the title, forgot to finish it =/
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