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A tuning fork of frequency 500 Hz produces 8 beats/ second when sounded with a having sonometer wire. What must be the frequency of the sonometer wire, if a slight increases be the frequency of the sonometer wire,if a slight increases in its tension produces fewer beats per second that before ?

A sonometer wire is under a tension of 10 N and the length between the bridges is 2m. A metre long wire of sonometer has mass of 1.0 gm. Deduce the speed of transverse wave and the frequency of 1st hormonic.

A knife-edge divides a sonometer wire into two parts. The fundamental frequencies of the two parts are n_(1) and n_(2) . The fundamental frequency of the sonometer wire when the knife-edge is removed will be

The second harmonic emitted by a sonometer wire is in unison with the third harmonic emitted by another sonometer wire of half the length. If the mass per unit length of the two wires is the same , what is the ratio of their tension ?

A sonometer wire is under a tension of 40N and the length between the bridges is 60cm. A metre long wire of the sonometer has a mass of 1.0 gm. Deduce the speed of the transverse waves and the frequency of the second harmonic.

A sonometer wire is divided in many segments using bridges. If fundamental natural frequencies of the segments are n_(1), n_(2), n_(3)….. then the fundamental natural frequency of entire sonometer wire will be (if the divisons were not made):

A sonometer wire is under a tension of 10 N and the length between the bridges is 2m. A metre long wire of sonometer has mass of 1.0 gm. Deduce the speed of transverse wave and the frequency of 1st hormonic.