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Answer :
Final answer:
The frequency of a vibrating string depends on the tension, with a decrease in tension leading to a decrease in frequency. If the tension is reduced by 18%, the frequency also decreases by the square root of the percentage, leading to a new frequency of approximately 259 Hz.
Explanation:
The frequency of a vibrating string depends on the tension, length and density of the string. If the tension in a string reduces, the frequency will also reduce because the string can't vibrate as fast. Given that the tension in the string is reduced by 18%, the frequency will also decrease by the square root of that percentage. Therefore, the new frequency of the string would be approximately 294 Hz * sqrt(0.82) which is approximately 259 Hz.
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