A tuning fork of frequency 300Hzresonates with an air column closed at one end at `27^(@)`C. How many beats will be heard in the vibrations of the fork and the air column at `0^(@)`? End correction is negligible.

A tuning fork of frequency n resonates with a closed organ pipe when the length of the shortest air columns are a and b respectively, then the speed of sound in air will be

A tuning fork of frequency 340Hz is vibrated above a cylindrical hallow tube closed at one end . Poured in it. What is the maximum height of water required for resonance ?

A glass tube is open at both the ends. A tuning fork of frequency f resonates with the air column inside the tude. Now, the tube is placed bertically inside water so that half the length of the tube is filled with water. Now, the air column inside the tube is in unison with another fork of frequency f . Then

What are the conditions for resonance of air column with a tuning fork?

A tuning fork of frequency 250 Hz is vibrating at one end of a tube as shown in the figure. If maximum sound is heard at the other end, then the velocity of the waves will be

An air column in a pipe, which is closed at one end, will be in resonance with a vibrating body of frequency 166 Hz , if the length of the air column is

A tuning fork A is in resonance with an air column 32 cm long and closed at one end . When the length of this column is increased by 1 cm ,it is in resonance with another fork B . When A and B are sounded together , they produce 40 "beats in" 5 s . Find their frequencies .