Question:

C X 1. The following position time function shows the motion of an oscillating mass on a spring. te Vertical Position 8 12 16 20

C X 1. The following position time function shows the motion of an oscillating mass on a spring. te Vertical Position 8 12 16 20 24 28 32 36 40 X Time (s) Identify the following positions on the graph by using the times on the x axis. Maximum Minimum Speed Net Force Acceleration Kinetic Energy Potential Energy

C X 1. The following position time function shows the motion of an oscillating mass on a spring. te Vertical Position 8 12 16 20 24 28 32 36 40 X Time (s) Identify the following positions on the graph by using the times on the x axis. Maximum Minimum Speed Net Force Acceleration Kinetic Energy Potential Energy

< PreviousNext >

More Questions on Simple harmonic motion

View all
(05.09 HC) A message in a bottle is floating on top of the ocean in a periodic manner. The time between periods of maximum heights is 24 seconds, and the average height of the bottle is 8 feet. The bottle moves in a manner such that the distance from the h

Physics

Simple harmonic motion Solutions

(05.09 HC) A message in a bottle is floating on top of the ocean in a periodic manner. The time between periods of maximum heights is 24 seconds, and the average height of the bottle is 8 feet. The bottle moves in a manner such that the distance from the highest and lowest point is 4 feet. A cosine function can model the movement of the message in a bottle in relation to the height. Part A: Determine the amplitude and period of the function that could model the height of the message in a bottle as a function of time, t. (5 points) Part B: Assuming that at t = 0 the message in a bottle is at its average height and moves upwards after, what is the equation of the function that could represent the situation? (5 points) Part C: Based on the graph of the function, after how many seconds will it reach its lowest height? (5 points)

. Visual Representation • Draw a sketch of the system. Establish a coordinate system and define symbols • Determine if the system can be modeled as simple harmonic motion, a traveling wave, or standing wave. • List knowns and desired unknowns • Draw a rele

Physics

Simple harmonic motion Solutions

. Visual Representation • Draw a sketch of the system. Establish a coordinate system and define symbols • Determine if the system can be modeled as simple harmonic motion, a traveling wave, or standing wave. • List knowns and desired unknowns • Draw a relevant graphical representation . Mathematical Representation Identify and write down the relevant equation(s), using the symbols defined in your sketch • Solve equation(s) for the desired unknown • Substitute in the known values, including units, and calculate unknown value Check units and assess if your answer is reasonable

Questions #1-12: A mass m is attached to the end of an ideal, massless spring with constant k, as shown. The mass is initially displaced to the right of the spring's equilibrium position by a distance A, then released and allowed to oscillate freely. The m

Physics

Simple harmonic motion Solutions

Questions #1-12: A mass m is attached to the end of an ideal, massless spring with constant k, as shown. The mass is initially displaced to the right of the spring's equilibrium position by a distance A, then released and allowed to oscillate freely. The mass then repeatedly passes through positions QRSPQ. Neglect all friction, unless told otherwise. 7. At which position(s) does the spring possess zero potential energy? Select ALL that apply: Partial credit is NOT allowed for this question. P> k to- m S R A. P B. Q. C. R D. S E. None of the four labeled positions.