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Part 2 of lab 6 harmonic motion & simple pendulums please help solve Total Time for 25 Oscillations, t - (sec) 12= (sec) Average Time,

Part 2 of lab 6 harmonic motion & simple pendulums please help solve

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Total Time for 25 Oscillations, t - (sec) 12= (sec) Average Time, fave (sec) Average Period, TavgExpl (sec) Theoretical Period, TTheel - 2x(L/g).5 = (sec) (Show Work) % Error (Show Work) Length of Shorter String, Lstring (m), Ipendulum= (m) Total Time for 25 Oscillations, t; = (sec) t2 = (sec) Average Time, tavg (sec) Average Period, TavgExp2= (sec) Theoretical Period, TThen2 = 2n(L/g)-5 = (sec) (Show Work) % Error2 = (Show Work) Wooden Pendulum Diameter of the Ball = (m), Radius, Rspherical ball (m) Length of Longer String, Lstring = (m), Lpendulum = (m) Total Time for 25 Oscillations, t; = (sec) t2= (sec) Average Time, tavg (sec) Average Period, TavgExp3 = (sec) Theoretical Period, TTheo3 = 2x(L/g)05 = (sec) (Show Work) % Errors = (Show Work) Length of Shorter String, Lstring (m), Lependulum (m) Total Time for 25 Oscillations, t1 = (sec) t2 = (sec) Average Time, tave (sec) Average Period, TavgExp4 = (sec) Theoretical Period, TThe04 = 27(L/g)0-5 = (sec) (Show Work) % Error4 = (Show Work) Question: Calculate the gravity of a planet if a 4 meter pendulum has a period of 2 seconds. How many times greater is this than the gravity of the Earth

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