How long should a 9.8 N pendulum be in order to have a period of 2 seconds when on the moon where it only weighs 1.65 N
How long should a 9.8 N pendulum be in order to have a period of 2...
2) You are designing a pendulum clock to have a period of 0.75s. How long should the pendulum be? (0.14m) How much should the pendulum bob (the mass at the end) weigh? (Does not matter. T is independent of mass of the pendulum.)
7. How long must a simple pendulum string be to have a period of 2 seconds on mars where the acceleration due to gravity at the surface is 0.376g.
1.A 1.5 meter long pendulum has a period of how many seconds? 2. If you initially displace the pendulum above by 8 degrees and release it from rest, where will the pendulum be and what will its velocity be 5.4 seconds later? dine Next • Previous
A 2m long pendulum is swinging on earth. How many cycles does it swing through in 20 seconds? If this same pendulum were on the moon where gravity is 1/6 that of earth's, how many cycles would it go through?
Pendulum clocks are typically made so the period of the pendulum is 1 second or 2 seconds, but they don't have to be. Suppose a grandfather clock uses a pendulum that is 60.00 centimeters long. The clock is accidentally broken, and when repaired, the length is shorter by 0.20 centimeters. Every 24 hours of correct time, the "repaired" clock will be off by how much?
10. The period of a simple pendulum is T = 2.5 s. (a) How long is the pendulum? (b) If this pendulum is taken to another planet, where the free-fall acceleration is 4.5 m/s² what is the period there?
How long is a pendulum with a period of 1 s in a place on Earth where another pendulum 43 cm gives 684 oscillations in 1000 s?
1. How much is the period of 1=1.00 m long pendulum on the Moon (g = 1.600 m/s2) 4.97 sec. 2. On a planet X pendulum of the length 0.500 m makes 50.0 oscillations in 1.00 min. Find the acceleration of gravity on the planet X. g = 13.7 m/s2. 3. Find the period of small oscillations of a meter stick suspended by its end near Earth surface (assume g=9.800 m/s2). Notice that this is not a simple pendulum but...
A) You want to use a pendulum to create a clock with a period of exactly one second in Boone, NC. How long will the pendulum be? Show all your work. (We can predict the period of your simple pendulum using your measurements and Boone’s local gravity g = 9.79 ± 0.01 m/s^2). B) You move your (C1) pendulum to a planet which has a local acceleration due to gravity of 1/9th that of 9.8 m/s^2. How would the period...
If you take a 2.0 m long simple pendulum to Pluto, how would the period of motion compare to when on Earth?