[" SIPT CET Triumph Physics ININun' "],[" 6.Node is that point in longitudinal stationary "],[" waves where prossure "],[" IR PET "96" : "],[" Why "96" : MP PMT "96" ; RAS "991]

Node is that point in longitudinal stationary waves where pressure

Node is that point in longitudinal stationary waves where pressure

The equation of a longitudinal stationary wave produced in a closed organ pipe is y=6 sin (2pix)/(6) cos 160 pi t where x, y are in cm and t in second.Find (i)the frequency , amplitude and wavelength of the original progressive wave (ii)separation between two successive nodes and (iii)equation of the original progressive wave.

The displacement from the position of equilibrium of a point 4 cm from a source of sinusoidal oscillations is half the amplitude at the moment t=T//6 (T is the time perios). Assume that the source was at mean position at t=0 . The wavelength of the running wave is : A. 0.96 m B. 0.48 m C. 0.24 m D. 0.12 m

For the stationary wave y=4sin((pix)/(15))cos(96pit) , the distance between a node and the next antinode is

For the stationary wave y=4sin((pix)/(15))cos(96pit) , the distance between a node and the next antinode is

For a stationary wave y = 4 sin (pix//15) cos(96 pi t) . This distance between a node and the next antinode is: