Assertion : Fundamental frequency of a narrow pipe is more.
Reason : According to laplace end correction if radius of pipe is lass, frequency should be more.

Assertion : Fundamental frequency of a narrow pipe is more. Reason : According to Laplace end correction if radius of pipe is less, frequency should be more.

For fundamental frequency f of a closed pipe, choose the correct options.

For fundamental frequency f of a closed pipe, choose the correct options.

Assertion: The fundamental frequency of vibration of an open organ pipe remains same if the radius of the pipe is doubled. Reason: Frequency of vibration of an open organ pipe is independent of the radius of pipe.

Assertion: The fundamental frequency of vibration of an open organ pipe remains same if the radius of the pipe is doubled. Reason: Frequency of vibration of an open organ pipe is independent of the radius of pipe.

n_1 " and " n_2 are the fundamental frequency of two open pipes of same diameter . If these two are joined end to end to form as single pipe, the fundamental frequency of the new pipe formed is

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