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A thin uniform plate shaped as an equilateral triangle with a height h performs small oscillations about the horizontal axis coinciding with one of its sides. Find the oscillation period and th3 reduced length of the given pendulum.
I=integral(1-r/h)h^2*m/(sqrt(3)h^2/4)(1-r/h)h dh,torque=(mgh/3)(theta), if t=2pisqrt(l/g),'l' is reduced length
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