Correct Answer - A::B::D
Consider the equation of a stationary wave ` y= a sin (kx) cos omegat`
(a) clearly every paticle at x will have amplitude = a sin k x = fixed
(b) for mean position y=0
`rArr " " cos omegat=0`
`rArr " " omegat =(2n-1)(pi)/(2)`
Hence for a fixed value of n, all partice are having same value of
time `t=(2n-1)(pi)/(2omega)" "[because omega=` constant]
(c) amplitude of all the particles are a sin (kx) which isi different particles at different values of x
(d) the energy is a stationary wave is confined between two nodes
(e) particles at different nodes are always at rest.