3. The length, d, of a violin string varies inversely as the frequency, f, of its vibrations (cycles per
second). Suppose it is known that a 16-in.-long violin string vibrates 320 cycles per second.
Score
A. Write an inverse variation equation modeling this information.
B. Use your inverse variation equation from Part A to determine the frequency of an 8-in.-long violin
string.

Question

05-10-2022
Mathematics

Answered

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3. The length, d, of a violin string varies inversely as the frequency, f, of its vibrations (cycles per
second). Suppose it is known that a 16-in.-long violin string vibrates 320 cycles per second.
Score
A. Write an inverse variation equation modeling this information.
B. Use your inverse variation equation from Part A to determine the frequency of an 8-in.-long violin
string.

Sagot :

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