When a 0.20-kg block is suspended from a vertically hanging spring, it stretches the spring from its original length of 0.040 m to 0.045 m. The same block is attached to the same spring and placed on a horizontal, frictionless surface as shown. The block is then pulled so that the spring stretches to a total length of 0.15 m. The block is released at time t= 0s and undergoes simple harmonic motion. 0.20 kg www 7. What is the frequency of the motion? A) 0.50 Hz B) 1.0 Hz C) 5.0 Hz D) 7.0 Hz E) 44 Hz 8. Complete the following statement: In order to increase the frequency of the motion, one would have to A) reduce the spring constant. B) decrease the mass of the block on the end of the spring. C) increase the length of the spring D) reduce the distance that the spring is initially stretched. E) increase the distance that the spring is initially stretched.

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When a 0.20-kg block is suspended from a vertically hanging spring, it stretches
the spring from its original length of 0.040 m to 0.045 m. The same block is attached
to the same spring and placed on a horizontal, frictionless surface as shown. The
block is then pulled so that the spring stretches to a total length of 0.15 m. The
block is released at time t = 0s and undergoes simple harmonic motion.
0.20 kg
7. What is the frequency of the motion?
A) 0.50 Hz
B) 1.0 Hz
C) 5.0 Hz
D) 7.0 Hz
E) 44 Hz
8. Complete the following statement: In order to increase the frequency of the
motion, one would have to
A) reduce the spring constant.
B) decrease the mass of the block on the end of the spring.
C) increase the length of the spring.
D) reduce the distance that the spring is initially stretched.
E) increase the distance that the spring is initially stretched.
Transcribed Image Text:When a 0.20-kg block is suspended from a vertically hanging spring, it stretches the spring from its original length of 0.040 m to 0.045 m. The same block is attached to the same spring and placed on a horizontal, frictionless surface as shown. The block is then pulled so that the spring stretches to a total length of 0.15 m. The block is released at time t = 0s and undergoes simple harmonic motion. 0.20 kg 7. What is the frequency of the motion? A) 0.50 Hz B) 1.0 Hz C) 5.0 Hz D) 7.0 Hz E) 44 Hz 8. Complete the following statement: In order to increase the frequency of the motion, one would have to A) reduce the spring constant. B) decrease the mass of the block on the end of the spring. C) increase the length of the spring. D) reduce the distance that the spring is initially stretched. E) increase the distance that the spring is initially stretched.
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