A travelling harmonic wave on a string is described by `y(x,t)=7.5sin(0.0050x +12t_pi//4)` (a) what are the displacement and velocity of oscillation of a point at `x=1cm, ` and `t=1s` ? I sthis velocity equal to the velocity of wave propagation ?
(b) Locate the point of the string which ahve the same transverse displacement and velocity as `x=1cm` point at `t=2s, 5s and ` 11s.

A travelling harmonic wave on a string is described by y(x,t) = 7.5 sin (0.005 x + 12t+ pi//4) (a) what are the displacement and velocity of oscillation of a point at x=1 cm, and t=1s? Is this velocity equal to the velocity of wave propagation? (b) Locate the points of the string which have the same transverse displacements and velocity as the x=1 cm point at t=2s, 5s and 11s

A travelling harmonic wave on a string is described by y(x,t) = 7.5 sin (0.005 x + 12t+ pi//4) (a) what are the displacement and velocity of oscillation of a point at x=1 cm, and t=1s? Is this velocity equal to the velocity of wave propagation? (b) Locate the points of the string which have the same transverse displacements and velocity as the x=1 cm point at t=2s, 5s and 11s

A travelling harmonic wave on a string is described by y(x, t)= 7.5 sin (0.0050x +12t+ (pi//4)) what are the displacement and velocity of oscillation of a point at x = 1 cm, and t = 1 s? Is this velocity equal to the velocity of wave propagation?

A travelling harmonic wave on a string is described by , y=7.5 sin (0.0050x+12t+pi//4) What are the displacement and velocity of oscillation of a point at x=1 cm and t=1 s ? Is this velocity equal to the velocity of wave propagation?

A travelling harmonic wave on a string is described by y ( x,t ) = 7.5 sin ( 0.0050 x + 12 t + ( pi)/(4)) (a) What are the displacement and velocity of oscillation of a point at x = 1 cm, t = 1s ? Is this velocity equal to the velocity of propagation ? (b) Locate the points of the string which have the same transverse displacements and velocity as the x = 1cm point at t = 2s, 5s and 11s

A travelling harmonic wave on a string is described by y(x, t)= 7.5 sin (0.0050x +12t+ (pi//4)) Locate the points of the string which have the same transverse displacements and velocity as the x = 1 cm point at t = 2 s, 5 s and 11s.