The diagram below shows the position-time graph for a mass that is oscil- lating vertically on the end of a spring. The mass is shown superimposed on the graph at three different instants during a single cycle. Check page one of the lab for a similar graph that might be helpful. a. Draw the forces acting on the mass at each of those positions. Make sure the length of the force vectors give the relative magnitude of the forces at those positions. b. Draw the velocity vectors next to each block to show the direction and relative magnitude of the velocity at each position. C. Draw the acceleration vectors next to each block to show the direction and relative magnitude of the accel- eration at each position. A +X TIME-> What is the direction of the net force at position 1? What direc- tion is the acceleration? Give an explanation by comparing the size of the spring force and weight at position 1. d. 0 -X- -A Figure 10-9

The diagram below shows the position-time graph for a mass that is oscil- lating vertically on the end of a spring. The mass is shown superimposed on the graph at three different instants during a single cycle. Check page one of the lab for a similar graph that might be helpful. a. Draw the forces acting on the mass at each of those positions. Make sure the length of the force vectors give the relative magnitude of the forces at those positions. b. Draw the velocity vectors next to each block to show the direction and relative magnitude of the velocity at each position. C. Draw the acceleration vectors next to each block to show the direction and relative magnitude of the accel- eration at each position. A +X TIME-> What is the direction of the net force at position 1? What direc- tion is the acceleration? Give an explanation by comparing the size of the spring force and weight at position 1. d. 0 -X- -A Figure 10-9

Name: The diagram below shows the position-time graph for a mass that is os
Uploaded: 2024-03-20T06:58:04.000Z
Channel: Bartleby
Description: The diagram below shows the position-time graph for a mass that is oscil-lating vertically on the end of a spring. The mass is shown superimposed onthe graph at three different instants during a single cycle. Check page one ofthe lab for a similar g

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter6: Energy Of A System

Section: Chapter Questions

Problem 69P

See similar textbooks

Similar questions

This is a diagram showing the position-time graph for a mass that is oscillating vertically on the end of a spring. The mass is shown superimposed on the graph at three different instants during a single cycle. a. What is the direction of the net force at position 1? What direction is the acceleration? b. What is the net force at position 2? What is the acceleration? c. What is the direction of the net force at position 3? What direction is the acceleration?
In the image is a diagram showing the position-time graph for a mass that is oscillating vertically on the end of a spring. The mass is shown superimposed on the graph at three different instants during a single cycle. a. What is the net force and acceleration at position 2? b. What are the directions of the net force and acceleration at position 3? c. At which position, 1, 2, or 3, does the mass have the greatest velocity, and at which position does the mass have the greatest acceleration?
The photo shows the position-time graph for a mass that is oscillating vertically on the end of a spring. The mass is shown superimposed on the graph at three different instants during a single cycle. a. What is the net force and acceleration at position 2? b. What are the directions of the net force and acceleration at position 3? c. At which position, 1, 2, or 3, does the mass have the greatest velocity, and at which position does the mass have the greatest acceleration?
The photo shows a diagram of a position-time graph for a mass that is oscillating vertically on the end of a spring. The mass is shown superimposed on the graph at three different instants during a single cycle. a. What is the net force and acceleration at position 2? b. What are the directions of the net force and acceleration at position 3? c. At which position, 1, 2, or 3, does the mass have the greatest velocity, and at which position does the mass have the greatest acceleration?
A block of mass 1.3 kg is attached to a horizontal spring that has a force constant 800 N/m as shown in the figure below. The spring is compressed 2.0 cm and is then released from rest. A constant friction force of 3.8 N retards the block's motion from the moment it is released. a) How much is the spring compressed when the speed of the block is a maximum? b) What is the maximum speed?
We have two different vertical mass-spring systems, as shown in the figure below.(a). What is the frequency of system A? What is the first time at which the mass has maximum speed whiletraveling in the upward direction?(b). What is the period of system B? What is the first time at which the energy is entirely potential?(c). Given that the mass is the same in both systems, what is the ratio of their spring constants? That iswhat is kA/kB?
A block of mass m = 1 kg is attached a spring of force constant k = 500 N/m as shown in the figure below.The block is pulled to a position x = 10 cm to the right of equilibrium and released from rest. The horizontalsurface is frictionless.(a) What’s the period of block’s oscillation? (b) Find the speed of the block as it passes through the equilibrium point x = 0. (c) Please represent block’s motion with the displacement vs. time function x(t) and draw the motiongraph x(t) for at least one periodic cycle. Note, please mark the amplitude and period in the motiongraph. Assume the clock starts from when the block is just released. (d) Please find out the block’s velocity and acceleration at t = 0.14s.
A 4.0 kg-block attached to a 20 N/m-spring constant spring moves on a frictionless horizontal surface, its position-versus-time graph is shown below. At t = 4.0 s, what is the magnitude of the acceleration of the block, in m/s2? Your answer needs to have 2 significant figures, including the negative sign in your answer if needed. Do not include the positive sign if the answer is positive. No unit is needed in your answer, it is already given in the question statement.
I'm confused on how you found the maximum velocity using that eqauayion. Could you explain that part step by step?
decide if the given statement is trueor false, and give a brief justification for your answer. If true,you can quote a relevant definition or theorem from the text.If false, provide an example, illustration, or brief explanationof why the statement is false.(a) The spring force on a mass acts in a direction oppositeto the displacement of the mass from equilibrium.(b) The circular frequency of a spring-mass system is thespring constant k divided by the mass m.
The figure shows a bar suspended from a pivot ? with a calibrated spring attaching the bar to the wall. The length of the bar is 0.970 ?, its mass is 0.775 ??, and the tension measured by the calibrated spring is 3.25 ?. Use the standard coordinate system with +? to the right and +? up the page. (a) Write the symbolic equation that represents equilibrium for the forces in the ? − ?????????. (b) Write the symbolic equation that represents equilibrium for the forces in the ? − ?????????. (c) Write the symbolic equation that represents equilibrium for the torques around point ?. Please use ? = 45.0 degrees, ? = 63.0 degrees, ? = 9.80 ?/? 2 , and calculate the horizontal and vertical components of the force the pivot exerts on the bar and the location of the center of mass of the bar, measured from the pivoted end.
Part B The same system is being used as in part a but this time the mass m is being pulled down with a force as can be seen in the figure below. Find the equation of motion for this system where m is the mass, k is the stiffness of the spring, x is the displacement and t is the time.