A tube of a certain diameter and of length `48cm` is open at both ends. Its fundamental frequency is found to be `320 Hz`. The velocity of sound in air is `320 m//sec`. Estimate the diameter of the tube.
One end of the tube is now closed. Calculate the lowest frequrncy of resonance for the tube.

A tube of certain diameter and length 48 cm is open at both ends. Its fundamental frequency of resonance is found to be 320 Hz. The velocity of sound in air is 320 m/s. Estimate the diameter of the tube. One end of the tube is now closed. Calculate the fundamental resonance for the tube.

A tube of diameter d and of length l unit is open at both ends. Its fundamental frequency of resonance is found to be v_(1) . The velocity of sound in air is 330 m//sec . One end of tube is now closed. The lowest frequency of resonance of tube is now v_(2) . Taking into consideration the end correction, (v_(2))/(v_(1)) is

The length of a pipe open at both ends is 48 cm and its fundamental frequency is 320 Hz. If the speed of sound be 320 ms^( -1) then determine the diameter of the pipe. If one end of the pipe be closed, then what will be the fundamental frequency?

If the end correction of an open tube is 0.3 cm, then the diameter of the tube will be

What is minimum length of a tube, open at both ends, that resonates with tuning fork of frequency 350 Hz ? [velocity of sound in air = 350 m/s ]

What is minimum length of a tube, open at both ends, that resonates with tuning fork of frequency 350 Hz ? [velocity of sound in air = 350 m/s ]

A tube of diameter d and of length l is open a both ends. Its fundamental frequnecy of resonance is found to be f_(1) . One end of the tube is now closed. The lowrst frequency of resonance of this closed tube is now f_(2) . Taking into consideration the end correction , (f2)/(f_(1) is

A tube of diameter d and of length l is open a both ends. Its fundamental frequnecy of resonance is found to be f_(1) . One end of the tube is now closed. The lowrst frequency of resonance of this closed tube is now f_(2) . Taking into consideration the end correction , (f2)/(f_(1) is

A tuning fork of frequency 440 Hz resonates with a tube closed at one end of length 1.8 cm and diameter 5 cm in fundamental mode. The velocity of sound in air is