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Physics
Equation of a standing wave is expressed as y=2 , A sinω t cos kx. In this equation, quantity ω / k represents.
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Q. Equation of a standing wave is expressed as $y=2\,, A \sin\omega \,t\, \cos kx$. In this equation, quantity $\omega / k$ represents.
A
The speed of standing wave
15%
B
The speed of either of component wave
22%
C
The transverse speed of particle of the string
48%
D
None of these
15%
Solution:
Equation of component waves are
$y=A \sin (\omega t-k x)$ and $y=A \sin (\omega t+k x)$
So speed of component wave is $\left(\frac{\omega}{k}\right)$.