Two tones of frequencies `n_(1) "and" n_(2)` are sounded together. The beats can be heard distinctly when

A certain number of beats are heard when two tuning forks of natural frequencies n_1 and n_2 are sounded together. The number of beats heard when one of the fork is loaded

The possible beat frequencies when A and C are sounded together are

[" A certain number of "],[" beats are heard "],[" when two tuning "],[" forks of natural "],[" frequencies "n_(1)" and "n_(2)],[" are sounded "],[" together.The number "],[" of beats when one of "],[" the forks is loaded "]

20.Two tuning forks have frequencies 200Hz and x.When they are sounded together 4 beats/ sec are heard.The value of x is

Two sounds of equal amplitude and frequencies, n_(1) and n_(2) , reach a point together. The resultant wave can have which of the following forms (symbols have their usual meanings) ?

Two sources of sound having frequencies 450Hz and 400Hz are sounded together. Will beats be produced. Can they be heard?

The frequencies of three tuning forks A, B and C have a relation n_(A)gt n_(B) gt n_(C) . When the forks A and B are sounded together the number of beats produced is n_(1) When A and C are sounded together the number of beats produced is n_(2) then the number of beats produced when B and C are sounded together is

The frequencies of three tuning forks A, B and C have a relation n_(A)gt n_(B) gt n_(C) . When the forks A and B are sounded together the number of beats produced is n_(1) When A and C are sounded together the number of beats produced is n_(2) then the number of beats produced when B and C are sounded together is

Two organ pipes of lengths 50cm and 50.5 cm long are sounded together, 3 beats per second are heard. Find their frequencies ?