A simple pendulum oscillates with a period of 2.05s. What is the length of this pendulum in units of meters?
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A simple pendulum oscillates with a period of 2.05s. What is the length of this pendulum in units of meters?
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- During a simple pendulum laboratory whose length was varying its value in centimeters and with an angle of approximately 10 degrees, the following information was obtained about its period of oscillation: Using the information provided and using a graphical model determine and / or perform: 1. What type of graph comes out if you graph period vs. length? (You don't have to do the graph) I(cm) P(s) 0.448571 15 0.776949 25 1.003036 35 1.186808 45 1.345714 55 1.487743 65 1.617347 2. Describe the linearization method and make a linearized graph. 3. The equation that describes the graph obtained and the experimental value of the gravitational constant.A person inside an elevator counts that a simple pendulum makes 95 complete oscillations in 2.80 min. The acceleration of gravity in the building is downwards with g = 9.80 m/s2 (a) What is the period of the pendulum?(b) What is the expected length of the pendulum?(c) The person observes that the actual length of the pendulum is twice of the expected. What does it mean about the motion of the elevator? The elevator is accelerating upwards at a = gThe elevator is accelerating upwards at a = g/2Televator is accelerating downwards at a = g/2The elevator is moving with uniform speed.The elevator is accelerating downwards at a = g (d) The same period can be obtained by a system composed of a block connected to a spring on a frictionless horizontal surface in the elevator. If the spring stiffness constant is k = 110 N/m. what must be the block's mass (in kg)?2. A certain pendulum has a period of 1.60s on earth. What is the period of this pendulum on a planet that has gravitational acceleration of 3.71 m/s?
- The pendulum as shown makes small oscillations at cycle frequency f = 0.580 Hz . Next, the cord is replaced with a new cord one-third the length of the original and the mass of the pendulum is tripled. What is the frequency of small oscillations of the pendulum now? 0.580 Hz 0.193 Hz 1.74 Hz 1.00 Hz 0.335 HzA grandfather clock uses a pendulum that is 74.0 cm long. It is accidentally broken, and when repaired the length is shorter by 2.00 mm. Treating the clock's pendulum as a simple pendulum, by how much will the repaired clock differ from the correct time every 24 hours?A pendulum has a length of 0.15 m and a mass of 2.2 kg. It is pulled from equilibrium at an angle of 8 = 12° and then released to oscillate freely. what is the period of the pendulums motion? %3D 0.77 5 24 s 0.12 s 0.019 s
- A pendulum has its amplitude of oscillation decrease to 32.5% of its original value. If it takes 19.4 s for this to occur, what is the time constant for the pendulum? - 8.63 s- 34.5 s- 2.79 s- 17.3 s8. A pendulum with a length of 1.00 m is released from an initial angle of 15.0°. After 1 000 s, its amplitude has been reduced by friction to 5.50°. What is the value of b/2m?The period of a simple pendulum on a planet has been measured as a function of pendulum length. What can be said based on this data? Length (m) T(s) 0.80 1.77 1.00 2.10 1.25 2.24 1.50 2.44 1.75 2.66 2.01 2.84 The free-fall acceleration is about 5.00 m/s^2 on this planet This pendulum may be on Earth This data can not belong to a simple pendulum. The frequency of the pendulum increases with its length The free-fall acceleration on this plane is about 20.0 m/s^2.