A closed organ pipe has a frequency `'n'`. If its length is doubled and radius is halved , its frequency nearly becomes .

A closed tube has a frequency n. If its length is doubled and radius is halved its frequency will become

An organ pipe has a frequency n. If its length is doubled what happens to the frequency?

The frequency of vibrating air column in closed organ pipe is n. If it length be boubled and radius halved. Its frequency will be nearly :

A closed pipe has certain frequency. Now its length is halved. Considering the end correction, its frequency will now become

A closed pipe has certain frequency. Now its length is halved. Considering the end correction, its frequency will now become

The fundamental frequency of a closed organ pipe is 'n' . If its length is doubled then frequency will become (neglecting end correction)

If the tension and diameter of a sonometer wire of fundamental frequency n are doubled and density is halved then its fundamental frequency will become