a mass at the end of an ideal spring vibrates with period T. if you double the mass, how must you change the force constant of the spring to achieve a period of 2T?
a mass at the end of an ideal spring vibrates with period T. if you double...
A mass at the end of an ideal spring vibrates with period T. If you double the mass, how must you change the force constant of the spring to achieve a period of 2T ? A. Decrease it by a factor of 2. B. Increase it by a factor of 2. C. Increase it by a factor of 0.2 D. Decrease it by a factor of 0.2. E. Decrease it by a factor of 4. Reset Selection
A mass at the end of an ideal spring vibrates with period T. If you double the mass, how must you change the force constant of the spring to achieve a period of 2T
mass vibrates on an ideal spring as illustrated below. The total energy of the spring is 100 J. What is the kinetic energy of the mass at point P, halfway between the equilibrium point and the amplitude? P Equilibrium A. 50 J B. 200 J C. 75 J D. 100 J E. 25 J When a weight Wis hanging from a light vertical string, the speed of pulses on the string is v. If a second weight Wis added without...
A mass vibrates on an ideal spring as illustrated below. The total energy of the spring is 100 J. What is the kinetic energy of the mass at point P, halfway between the equilibrium point and the amplitude? P Equilibrium A. 50 J B. 200 J C. 75 J D. 100 J E. 25 J When a weight Wis hanging from a light vertical string, the speed of pulses on the string is v. If a second weight Wis added...
A 0.50 kg mass attached to the end of a spring vibrates according to the equation x = 0.45 cos 8.40t, where x is in meters, and t in seconds. (a) Write down equations for its velocity and acceleration as functions of time. (b) What is its maximum speed and what is the earliest time (after t =0) at which it has this speed? (c) What is its maximum positive acceleration and the earliest time ( t >0) at which...
Constant Period of a Mass on a Spring Easy A mass is hanging on a spring and vibrating up and down with a period that you can measure. You replace the spring with a spring that has twice the original spring constant. Which of the following corresponding changes must also occur if the period of the spring is to remain the same? Elimination Tool Double the mass on the spring. B Double the amplitude of the spring's vibration Put half...
The figure shows the position-time graph of an object of mass m oscillating on the end of a massless ideal spring of spring constant k. Answer the following questions.1. Which of the following graphs is the correct velocity-time graph of the oscillation?2. Which of the following graphs is the correct acceleration-time graph of the oscillation?3. If the mass of the object is m = 0.500 kg, what is the spring constant k of the ideal spring?Hint: read o the period of...
if i consider a ideal spring with spring constant K which supports a mass M,how does the resonant frequency change if i increase the amplitude A of this oscillation?
How much mass should be attached to a vertical ideal spring having a spring constant (force constant) of 75.0 N/m so that it will oscillate at 4.00 Hz? a. 1.00 kg b. 1.50 kg c. 0.118 kg d. 1.87 kg e. None of the above
A mass on a spring vibrates horizontally on a smooth level surface. Its equation of motion is x(t) = 8sint where t is in seconds and x in centimeters a) find the velocity and acceleration at time t b) find the position, velocity and acceleration of the mass at time t = 2pi / 3 - Answer must be exact values, no decimals, i.e use the unit circle - please include units c) In what direction is it moving at...