Two identical piano wires have fundemental frequency of `600 vib//sec`, when kept under the same tension. What frectional increase in the tension of one wire will lead to the occurrence of six beats per second when both wires vibrate simuitaneously.

Two identical piano wires have fundemental frequency of `600 vib//sec`

1.	Two identical piano wires have fundemental frequency of `600 vib//sec`, when kept under the same tension. What frectional increase in the tension of one wire will lead to the occurrence of six beats per second when both wires vibrate simuitaneously.
Answer» Correct Answer - `2%` `f = (1)/(lambda) sqrt((T)/(mu))` `lnf = -lnlambda + (1)/(2)lnT - (1)/(2)ln mu` `(1)/(f) (df)/(dT) = 0 + (1)/(2) (1)/(T) - 0` `(df)/(f) = (1)/(2)(dT)/(T)` `(dT)/(T) = (2df)/(f) = (2 xx 6)/(600) = (2)/(100)` `%` change `= (2)/(100) xx 100 = 2%`

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Two identical piano wires have fundemental frequency of `600 vib//sec`, when kept under the same tension. What frectional increase in the tension of one wire will lead to the occurrence of six beats per second when both wires vibrate simuitaneously.

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