Exam 13: Vibrations and Waves

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The position of a 0.71-kg mass undergoing simple harmonic motion is given by x = (0.160 m)cos (πt/16).What is its position at t = 6.8 s? ​

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A simple pendulum of length 1.68 m has a mass of 100 g attached.It is drawn back 35.5° and then released.What is the maximum speed of the mass?

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The position of a 0.67-kg mass undergoing simple harmonic motion is given by x = (0.160 m)cos (πt/15).What is its period of oscillation? ​

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A 0.36-kg object is oscillating on a spring with a spring constant of k = 18 N/m.What is the potential energy of the system when the object displacement is 0.041 m,exactly half the maximum amplitude? ​

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Two water waves meet at the same point,one having a displacement above equilibrium of 30 cm and the other having a displacement above equilibrium of 90 cm.At this moment,what is the resulting displacement above equilibrium?

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Tripling the weight suspended vertically from a coil spring will result in a change in the displacement of the spring's lower end by what factor? ​

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A 0.36-kg block rests on a frictionless level surface and is attached to a horizontally aligned spring with a spring constant of 40 N/m.The block is initially displaced 6 cm from the equilibrium point and then released to set up a simple harmonic motion.A frictional force of 0.3 N exists between the block and surface.What is the speed of the block when it passes through the equilibrium point after being released from the 6-cm displacement point? ​

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Quadruple the mass of the bob on a simple pendulum will cause a change in the frequency of the pendulum swing by what factor? ​

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Three identical springs each have the same spring constant k.If these three springs are attached end to end forming a spring three times the length of one of the original springs,what will be the spring constant of the combination?

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Consider the curve f(x)= A cos(2πx/λ).The wavelength of the wave will be: Consider the curve f(x)= A cos(2πx/λ).The wavelength of the wave will be:

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A 0.25-kg object is attached to a spring with spring constant k = 10 N/m and moves with simple harmonic motion over a horizontal frictionless surface.At the instant that it is displaced from equilibrium by −0.051 m,what is its acceleration? ​

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A simple pendulum has a period of 2.3 s.What is the pendulum length? (g = 9.8 m/s2) ​

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If a radio wave has speed 3.17 × 108 m/s and frequency 94.8 MHz,what is its wavelength? ​

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If a long spring with spring constant k is cut into 4 equal lengths,what is the spring constant of each of the 4 shorter springs? ​

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A 0.25-kg mass is oscillating on a spring over a horizontal frictionless surface.When it is at a displacement of 2.8 cm for equilibrium it has a kinetic energy of 1.4 J and a spring potential energy of 2.3 J.What is the maximum speed of the mass during its oscillation? ​

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An ore car of mass 4,700 kg rolls downhill on tracks from a mine.At the end of the tracks,11.1 m lower in elevation,is a spring with k = 410,000 N/m.How much is the spring compressed in stopping the ore car? Ignore friction. ​

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A long string is pulled so that the tension in it increases by a factor of four.If the change in length is negligible,by what factor does the wave speed change? ​

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Two identical springs,each with spring constant k,are attached in parallel to a mass,which is then set into simple harmonic motion.What would be the spring constant of a single spring which would result in the same frequency of oscillation as the parallel springs?

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The oxygen molecule (O2)may be regarded as two masses connected by a spring.In vibrational motion,each oxygen atom alternately approaches,then moves away from the center of mass of the system.If each oxygen atom of mass m = 2.67 × 10−26 kg has a vibrational energy of 1.6 × 10−21 J and the effective spring constant is 100 N/m,then what is the amplitude of oscillation of each oxygen atom? ​

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A 2-m long piano string of mass 10 g is under a tension of 348 N.Find the speed with which a wave travels on this string. ​

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