Chapter 15: Q1Q (page 434)
Which of the following describe for the SHM of Fig.:
(a) ,
(b) ,
(c) ?
Short Answer
The limits which describes for the SHM are .
Chapter 15: Q1Q (page 434)
Which of the following describe for the SHM of Fig.:
(a) ,
(b) ,
(c) ?
The limits which describes for the SHM are .
All the tools & learning materials you need for study success - in one app.
Get started for freeFigure 15-61shows that if we hang a block on the end of a spring with spring constant k, the spring is stretched by distance. If we pull down on the block a short distance and then release it, it oscillates vertically with a certain frequency. What length must a simple pendulum have to swing with that frequency?
The balance wheel of an old-fashioned watch oscillates with angular amplitudeand periodrole="math" localid="1655102340305" .
Question: An oscillator consists of a block attached to a spring (k = 400 N/m). At some time t, the position (measured from the system’s equilibrium location), velocity, and acceleration of the block are, x =0.100 m,v = 13.6 m and a = 123 m/s2. Calculate (a) the frequency of oscillation,(b) the mass of the block, and (c) the amplitude of the motion.
A 4.00 kgblock is suspended from a spring with k = 500 N/m.A 50.0 gbullet is fired into the block from directly below with a speed of 150 m/sand becomes embedded in the block. (a) Find the amplitude of the resulting SHM. (b) What percentage of the original kinetic energy of the bullet is transferred to mechanical energy of the oscillator?
You are to complete Fig 15-23aso that it is a plot of acceleration a versus time t for the spring–block oscillator that is shown in Fig 15-23b for t=0 . (a) In Fig.15-23a, at which lettered point or in what region between the points should the (vertical) a axis intersect the t axis? (For example, should it intersect at point A, or maybe in the region between points A and B?) (b) If the block’s acceleration is given bywhat is the value of? Make it positive, and if you cannot specify the value (such as+), then give a range of values (such as between 0 and).
What do you think about this solution?
We value your feedback to improve our textbook solutions.