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Q: What is the frequency of a wave which has a period of 6.00 ms?

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The wavelength of a wave with a frequency of 10 hertz is 30000000 metres.

Please use the relationship:Speed = frequency x wavelengthIn this case, you need to divide the speed by the frequency.

Time period = 1 / frequency. Frequency = 1 / time period. The frequency is 90 cycles per second = 90 Hz Period = 11.111111111 ms (milliseconds).

The definiton of period (T) . Is T = 1/f ; Therefore if you know that the period is 2.5

10 Hz means 100 ms (milliseconds).

T = 1/f , so 0.00005s, 50 microseconds or equivalently 0.05 ms

If you mean a wave that has a frequency of 10 hz at 360 m/s, then the answer is 1/36 of a second. The period is the inverse of the wavelength and the wavelength is equal to the wave speed divided y the frequency. 360/10=36 and the inverse of 36 is 1/36.

The period of a wave of 10 Hz is 1/(10 Hz) = 0.1 seconds. It doesn't matter what speed it's traveling at. (And "moves at 360 ms" is meaningless. You probably mean "360 m/s"?)

The speed of a wave is the product of its frequency and its wavelength - so you simply need to divide the speed by the frequency.

The frequency is 1000000000 Hz.

The frequency is 15 MHz.

8Hz

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