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Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter14: Superposition And Standing Waves
Section: Chapter Questions
Problem 32P: The overall length of a piccolo is 32.0 cm. The resonating air column is open at both ends. (a) Find...
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Your group's solution should include the following:
● Sketches which show both strings on the guitar.
• Standing wave diagrams which show the correct number of nodes and antinodes, both for
the original strings and the shortened E string.
All of the work needed to answer the question posed, including written explanations of
each step. Remember to explain not just what was done but how you knew to do each step.
Evaluation of your solution (not just your final answers).
Transcribed Image Text:Your group's solution should include the following: ● Sketches which show both strings on the guitar. • Standing wave diagrams which show the correct number of nodes and antinodes, both for the original strings and the shortened E string. All of the work needed to answer the question posed, including written explanations of each step. Remember to explain not just what was done but how you knew to do each step. Evaluation of your solution (not just your final answers).
Problem: Ryan is tuning his bass guitar, which consists of 4 strings of the same length (81 cm).
The lowest two strings, E and A, vibrate with a frequency of 42 Hz and 55 Hz, respectively, when
plucked. By pressing down on the E string in different spots, he essentially makes it shorter, thus
changing its frequency of vibration when plucked. Determine where on the E string he'd have to
press in order to match the frequency of the A string. Assume that by pressing down, he is not
changing the tension on the string significantly.
Transcribed Image Text:Problem: Ryan is tuning his bass guitar, which consists of 4 strings of the same length (81 cm). The lowest two strings, E and A, vibrate with a frequency of 42 Hz and 55 Hz, respectively, when plucked. By pressing down on the E string in different spots, he essentially makes it shorter, thus changing its frequency of vibration when plucked. Determine where on the E string he'd have to press in order to match the frequency of the A string. Assume that by pressing down, he is not changing the tension on the string significantly.
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