The number of beats produced per second is equal to the –

If y_1 = asin (200pit ) and y_2 =asin (2008 pit) . then number of beats produced per second are

If y_1 = asin (200pit ) and y_2 =asin (2008 pit) . then number of beats produced per second are

When a tuning fork of unknown frequency and another tuning fork of frequency 256 Hz are vibrated simultaneously . 4 beats are produced per second . If some wax is dropped on the prong of the first tuning fork, the number of beats produced per second is still 4 . How is this possible ?

A tuning fork C procues 8 beats per second with another tuning f+ork D of frequency 340 Hz . When the prongs of tuning fork C are filled a little, the number of beats produced per second decreases to 4 . Find the frequency of the tuning fork C before filing its prongs.

Two open organ pipes vibrating I their fundamental mode produces 5 beats per second. Find the number of beats produced per second if the temperature of medium is made 2.56 times and the pipes still vibrate in their fundamental modes.

A vibrating tuning fork of frequency 260 Hz produces 4 beats per second with a tone emitted from a violin. If one of the prongs of the tuning fork is slightly rubbed, the number of beats produced per second increases . What is the frequency of the tone emitted from the violin ?

Two open organ pipes vibrating I their fundamental mode produces 5 beats per second. Find the number of beats produced per second if the temperature of medium is made 2.56 times and the pipes still vibrate in their fundamental modes.