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1 1 Physics 198 Final Exam-Solution December 16, 2008 The exam ...

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15. A mass m=0.25 kg is attached to an ideal spring and the mass-spring system<br />

undergoes simple harmonic motion with no friction. If the mass is increased<br />

by a factor of four to 1.0 kg, how will the frequency of oscillation change?<br />

a. It does not change.<br />

b. It goes up (faster oscillations) by a factor of four.<br />

c. It does up (faster oscillations) by a factor of two.<br />

d. ⇒It goes down (slower oscillations) by a factor of two<br />

f = (1/(2π))*√(k/m) so multiplying m by 4 divides f by 2.<br />

<strong>16</strong>. If the spring-mass simple harmonic system in Problem 13 has a spring<br />

constant k = 10N/m and the mass is pulled 0.1 meters from equilibrium and<br />

released at rest, what is the potential energy in Joules in the system just before<br />

the mass is released?<br />

a. ⇒ 0.05 PE = ½ k x 2 = ½*10*0.1*0.1 = 0.05<br />

b. 0.10<br />

c. 0.50<br />

d. 1.00<br />

e. 5.00<br />

17. A sound pressure pulse is reflected from the closed end of a tube. <strong>The</strong><br />

reflected sound pulse is:<br />

a. inverted (positive becomes negative)<br />

b. ⇒ non-inverted (positive remains positive)<br />

c. non-existent (pulse disappears at the tube end)<br />

d. can be either inverted or non-inverted depending on the tube length.<br />

18. <strong>The</strong> tube between the pinna and the eardrum is:<br />

a. the Eustachian tube.<br />

b. ⇒ the auditory canal.<br />

c. the ossicles.<br />

d. the stapes.<br />

e. the cochlea.<br />

19. In one to three clear sentences, explain the “place” theory of pitch.<br />

⇒ <strong>The</strong> basilar membrane vibrates at different frequencies along its length, and<br />

the brain knows what part is vibrating from sensor cells firing that have hairs<br />

touching the membrane. Hence the “place” refers to the place on the<br />

membrane that vibrates.<br />

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