There are two organ pipes of exactly the same length and material but of different diameters. Will their fundamental frequencies be equal ?

Two organ pipes of same length, open a bosh ends, produce sound of different frequencies if their radii are different. Why?

Fundamental frequency of sonometer wire is n. If the length, tension and diameter of wire are tripled the new fundamental frequency is

Assertion : A closed pipe and an open organ pipe are of same length. Then, neither of their frequencies can be same. Reason : In the above case fundamental frequency of closed organ pipe will be two times the fundamental frequency of open organ pipe.

Fundamental frequency of a sonometer wire is n. If the length and diameter of the wire are doubled keeping the tension same, then the new fundamental frequency is

There are two similar organ pipes. When they are sounded together they produce the fundamental note of the same frequency. Now the length of one of the pipes is reduced and they are sounded together. What will happen?

An open organ pipe and closed pipe have same length. The ratio of frequencies of their n^(th) over tone is

An open organ pipe and closed pipe have same length. The ratio of frequencies of their n^(th) over tone is

A closed organ pipe and an open organ pipe of same length produce 2 beats when they are set into vibrations simultaneously in their fundamental mode. The length of open organ pipe is now halved and of closed organ pipe is doubled, the number of beats produced wil be (A)8 (B)7 (C)4 (D)2

The frequency of the first overtone of an open pipe is 300 Hz. What is the fundamental frequency?

The fundamental frequency of a sonometer wire is n . If length tension and diameter of wire are triple then the new fundamental frequency is.