7. A weight of 30 pounds stretches a spring 4 inches. The weight is removed and replaced by another weight of 102.4 pounds. The weight on the spring is then released from a position of 3 inches above the equilibrium with an downward velocity of 2 feet per second. Round all values to 2 decimal places. (a) Find the position, X(t) equation for the spring that gives the position in feet in terms of the elapsed time in seconds. Show all work. (b) Graph your equation from (a) here, labeling the equation, axes and scale. Then use your graph to find the first the weight passes the equilibrium, heading upwards. Write a summary sentence.

University Physics Volume 1
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Author:William Moebs, Samuel J. Ling, Jeff Sanny
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Chapter5: Newton's Law Of Motion
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7. A weight of 30 pounds stretches a spring 4 inches. The weight is removed and
replaced by another weight of 102.4 pounds. The weight on the spring is then released
from a position of 3 inches above the equilibrium with an downward velocity of 2 feet
per second. Round all values to 2 decimal places.
(a) Find the position, X(t) equation for the spring that gives the position in feet in
terms of the elapsed time in seconds. Show all work.
(b) Graph your equation from (a) here, labeling the equation, axes and scale. Then
use your graph to find the first the weight passes the equilibrium, heading upwards. Write
a summary sentence.
Transcribed Image Text:7. A weight of 30 pounds stretches a spring 4 inches. The weight is removed and replaced by another weight of 102.4 pounds. The weight on the spring is then released from a position of 3 inches above the equilibrium with an downward velocity of 2 feet per second. Round all values to 2 decimal places. (a) Find the position, X(t) equation for the spring that gives the position in feet in terms of the elapsed time in seconds. Show all work. (b) Graph your equation from (a) here, labeling the equation, axes and scale. Then use your graph to find the first the weight passes the equilibrium, heading upwards. Write a summary sentence.
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