Clamped at the middle a metal rod of length 1 meter and density 7.5gm/cc,gives dust heaps at intervals of 8cm" velocity of sound in the gas used is 400 meter/sec.then the young's modulus of material of the rod will be

Clamped at the middle a metal rod of length 1m and density 7.5 xx 10^(3)kg//m^3 gives dust heaps at intervals of 8cm. Calculate the Young's modulus of the material of the rod. Velocity of sound in the gas used in 400m/s.

A rod 100 cm in length and of material of density 8 xx 10^(3)" kg/m"^3 is clamped at the centre and attached to a Kundt's tube containing air. The distance between the first and the tenth node when the rod is stroked longitudinally is 135 cm. If the velocity of sound in air is 330 m/s determine the Young's modulus of the material of the rod.

A closed orgain pipe of length l_(0) is resonating in 5^(th) harmonic mode with rod clamped at two points l and 3l from one end. If the length of the rod is 4l and it is vibrating in first overtone. Find the length of the rod. [Velocity of sound in air =v_(s) Young's modulus for the rod Y and density rho ]

A closed orgain pipe of length l_(0) is resonating in 5^(th) harmonic mode with rod clamped at two points l and 3l from one end. If the length of the rod is 4l and it is vibrating in first overtone. Find the length of the rod. [Velocity of sound in air =v_(s) Young's modulus for the rod Y and density rho ]

A closed orgain pipe of length l_(0) is resonating in 5^(th) harmonic mode with rod clamped at two points l and 3l from one end. If the length of the rod is 4l and it is vibrating in first overtone. Find the length of the rod. [Velocity of sound in air =v_(s) Young's modulus for the rod Y and density rho ]

A metalrod of length 1.5 m is clamed at the centre. When it is set with longitudinal vibratons it emits a note of 1000 Hz. Determine the Young's modulus if the density of material = 8 xx 10^(3) kg/m^(3)

A metallic rod of length 1m is rigidly clamped at its mid point. Longirudinal stationary wave are setup in the rod in such a way that there are two nodes on either side of the midpoint. The amplitude of an antinode is 2 xx 10^(-6) m . Write the equation of motion of a point 2 cm from the midpoint and those of the constituent waves in the rod, (Young,s modulus of the material of the rod = 2 xx 10^(11) Nm^(-2) , density = 8000 kg-m^(-3) ). Both ends are free.

A metallic rod of length 1m is rigidly clamped at its mid point. Longirudinal stationary wave are setup in the rod in such a way that there are two nodes on either side of the midpoint. The amplitude of an antinode is 2 xx 10^(-6) m . Write the equation of motion of a point 2 cm from the midpoint and those of the constituent waves in the rod, (Young,s modulus of the material of the rod = 2 xx 10^(11) Nm^(-2) , density = 8000 kg-m^(-3) ). Both ends are free.

A metallic rod of length 1m is rigidly clamped at its mid point. Longirudinal stationary wave are setup in the rod in such a way that there are two nodes on either side of the midpoint. The amplitude of an antinode is 2 xx 10^(-6) m . Write the equation of motion of a point 2 cm from the midpoint and those of the constituent waves in the rod, (Young,s modulus of the material of the rod = 2 xx 10^(11) Nm^(-2) , density = 8000 kg-m^(-3) ). Both ends are free.