A meter stick is free to pivot around a position located a distance (x) below its top

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A meter stick is free to pivot around a position located a distance \(x\) below its top end, where \(0

(a) What is the frequency \(f\) of its oscillation if it moves as a pendulum?

(b) To what position should you move the pivot if you want to minimize the period?

Data from Figure P15.86

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