A tube open at only one end is cut into two tubes of non equal lengths. The piece open at both ends has of fundamenal frequency of `450 Hz` and other has fundamental frequency of `675 Hz`. What is the `1^(st)` overtone frequency of the original tube.

A tube, open at only one end, is cut into two shorter (non equal) lengths. The piece that is open at both ends has a fundamental frequency of 425 Hz, while the piece open only at one end has a fundamental frequency of 675 Hz. What is the fundamental frequency of the original tube?

When an organ pipe is open at both ends, it resonates with a fundamental frequency of 240 Hz. What is the fundamental frequency of the same pipe if it is closed at one end

A cylindrical tube, is open at both the ends, it has fundamental frequency 200 Hz in air. Now half of length contains water. The fundamental frequency will now be

A cylindrical tube, is open at both the ends, it has fundamental frequency 200 Hz in air. Now half of length contains water. The fundamental frequency will now be

A tube open at both ends has fundamental frequency 'n'. If one end of the tube is dipped in water to half of its length , what would be the fundamental frequency ?

A tube closed at one end produces a fundamnetal note of frequency 480 Hz. If the same tube is kept open at both the ends, the fundamental frequency that can be excited is

The fundamental frequency of an open organ pipe is 512 Hz. What will be its fundamental frequency if its one end is closed ?