The velocity of transverse wave in a string is `v = sqrt( T//m)` where `T` is the tension in the string and `m` is the mass per unit length . If `T = 3.0 kgf`, the mass of string is `v = 1.000 m `, then the percentage error in the measurement of velocity is

The velocity of transverse wave in a string is v = sqrt( T//m) where T is the tension in the string and m is the mass per unit length . If T = 3.0 kgf , the mass of string is 25g and length of the string is v = 1.000 m , then the percentage error in the measurement of velocity is

Show that the velocity of travelling wave produced in a string is v= sqrt((T)/(mu))

The speed of transverse wave v in a stretched string depend on length tension T in the string and liner mass density (mass per unit length). mu . Find the relation using method of dimensions.

Velocity of transverse waves in strings is given by the formula V=sqrt((T)/(mu)) , where and mu are respectively

Velocity of transverse waves in strings is given by the formula V=sqrt((T)/(mu)) , where and mu are respectively

The frequency ( nu ) of transverse wave on a string may depend upon (i) length L of string (ii) tension T in the string and (iii) mass per unit length m of the string Derive the formula for frequency with the help of dimensions.