What is the pendulums period for small angle oscillations

Reference no: EM13322779

1) A solid disk (r=0.20 m, M=0.50 kg) is suspended fro the end of an L=0.30m long rod (m=0.30 kg, cross-sectional area of 2.0 cm^2). This pendulum is suspended on a frictionless pivot on the rod at the end opposite to the disk. WHAT IS THE PENDULUM'S PERIOD FOR SMALL ANGLE OSCILLATIONS?

2) A Transverse wave travels along a stretched string at a speed of 1.25 m/s. The string's linear density is 2.75 g/cm. At the string's x=10.0 cm position the vertical dsiplacement of the strings varies with time acording to: y(t)=0.25 cos (3.56-7.54t) (where y is in meters and t is in seconds) WHAT IS THE WAVE'S VERTICAL DISPLACEMENT (in m) at x =81 cm and t =3.5 s?

Reference no: EM13322779

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What is the pendulums period for small angle oscillations : A solid disk (r=0.20 m, M=0.50 kg) is suspended fro the end of an L=0.30m long rod (m=0.30 kg, cross-sectional area of 2.0 cm^2). WHAT IS THE PENDULUM'S PERIOD FOR SMALL ANGLE OSCILLATIONS

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