A stationary wave is represented by y=A sin (100 t) cos (0.01 x ), where y and A are in millimetres, t is in seconds and x is in metres. The velocity of the wave is

Question

A stationary wave is represented by y=A sin (100 t) cos (0.01 x ), where y and A are in millimetres, t is in seconds and x is in metres. The velocity of the wave is (A) 104 m/s (B) not derivable (C) 1 m/s (D) 102 m/s

Tardigrade Admin · Accepted Answer

text Velocity of wave v = text coefficient of t / text coefficient of x =100 / .01=104 m / s

Q. A stationary wave is represented by $y = A sin (100 t) cos (0.01 x)$ , where $y$ and $A$ are in millimetres, $t$ is in seconds and $x$ is in metres. The velocity of the wave is

$1 0^{4} m / s$

not derivable

$1 m / s$

$1 0^{2} m / s$

$Velocity of wave v = coefficient of t / coefficient of x = 100/.01 = 1 0^{4} m / s$

Q. A stationary wave is represented by y=Asin(100t)cos(0.01x), where y and A are in millimetres, t is in seconds and x is in metres. The velocity of the wave is

104m/s

not derivable

1m/s

102m/s

Velocity of wave v= coefficient of t/ coefficient of x=100/.01=104m/s

Q. A stationary wave is represented by $y = A sin (100 t) cos (0.01 x)$ , where $y$ and $A$ are in millimetres, $t$ is in seconds and $x$ is in metres. The velocity of the wave is

$1 0^{4} m / s$

$1 m / s$

$1 0^{2} m / s$

$Velocity of wave v = coefficient of t / coefficient of x = 100/.01 = 1 0^{4} m / s$