Frequency of oscillation for a stretched string:
Solving for n:
The initial nodes, ni = 2, and initial tension, Ti.
The final tension is 2Ti.
We'll solve for new nodes, nfinal, as follows:
The figure shows a standing wave on a string.
Suppose the tension is doubled while the frequency shaking the string is held constant. Will there be a standing wave? If so how many antinodes will it have? If not, why not?
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