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If a wave has amplitude of 0.2 meters, a wavelength of 0.5 meters, and a frequency of 32 Hz, at what speed is it moving? 6.4 m/s 16 m/s 32.5 m/s
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Speed of a wave is the product of wavelength and frequency. \[\huge Speed ( m/s)= \lambda(meters) \times \nu(/s)\] Can you find now?
@BazBendell did you understand? Can you do it?
I have no idea what that mean't.
\[ \lambda= wavelength= 0.5m\] \[\nu = frequency=32 hz\] \[Speed=\lambda \times \nu\] \[Speed=0.5 \times 32= 16 m/s\]
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