Explain conical pendulum and simple pendulum as a special type of circular motion.
Q: 0.01 m Note: Figere net own to scale.
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Explain conical pendulum and simple pendulum as a special type of circular motion.
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- The graph shows the angular position as a function of time for a simple pendulum that is oscillating in a gravitational field g=9.81m/s^2 Part a) calculate the amplitude in radians Part b)Find an equation for the angular position as a function of time theta(t) Part c) Find an equation for the angular velocity as a function of time omega(t)This, the length of the pendulum is 1.89 m. Now you start with the pendulum at 8.5 degrees with respect to the vertical, but rather than releasing it from rest, you give it a push downward. It swings to the other side, and reaches a maximum angle of 42.5 degrees with respect to the vertical. What must have been the initial speed of the pendulum just after you pushed it? 4.99 m/s 3.06 m/s 3.12 m/s 0.64 m/sLet’s say I have a rod acting as a pendulum and I replace it with a massless string. What conditions make the physics similar and explain the physics
- A pendulum oscillates is started with an amplitude of 00 = 5.0°. Its e(t) graph is shown at the top of the figure below. If the same pendulum is started at an amplitude of 0o = 10.0°, which curve best describes the motion of the pendulum? 15 50505 100 10 -5 50505 10 15 10 -5 ? ܟ ܘ ܟ ܘ ܩ 5 -5 -10 50505100 -5 MVY original oscillation XXXXXX 02 (b) @o w 4 6 time (s) @ (f) 8 (f) 10Asapp solve allIf you were to release your pendulum, regardless of amplitude, mass or length, it will swing less and less, and eventually and come to a stop on its own. This is due to friction. List 2 places friction is found in your system.