A particle's displacement is given as a function of time by
What is the correct
velocity and acceleration ?
(a)
,
(b)
,
(c)
,
(d)
,
(e)
None of the above
2
In Problem 1, what is the period of oscillation?
(a) (b) (c)
(d)
(e)
3
See Fig. . In the figure is displayed the
displacement of a particle with mass as a function of time
undergoing a simple harmonic oscillation attached to a spring.
At , by collision with another particle, it suddenly changes
its mass and continues its oscillation with the same spring. What is
the new mass of the particle after time ?
Figure:
Prob 3
(a) (b) (c) (d) (e) None of the above
4
The period of a simple pendulum shown in Fig. is
. How do you double the period of oscillation?