Calculating Quanta Emission Rate for a Radio Station at 103.7 MHz and 200 KW

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SUMMARY

The discussion focuses on calculating the quanta emission rate for a radio station operating at a frequency of 103.7 MHz and a power output of 200 KW. The formula for determining the number of photons emitted per second is established as (Power * Area) / (Planck's Constant * Speed of Light) / Lambda. The wavelength can be derived from the frequency using the speed of light, but the area required for the calculation remains unspecified. The conversation clarifies that the "rate of emission of quanta" refers to the number of quanta emitted per second, which is directly related to the power output in joules per second.

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Jacob87411
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A radio station operates at a frequency of 103.7 MHz with a power output of 200 KW. Determine the rate of emission of quanta from the station.

Well I know the frequency and the power.

I know the number of photons a second = (Power * Area) / ( Plancks Constant * Speed of Light ) / Lambda

I think this would be the right equation to use but I am lacking the area. I believe you can find the wavelength by using the speed (C) and the frequency. Just unsure about the rest
 
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Just to make sure you're looking for the right thing... the "rate of emission of quanta" means the number of quanta per second.

A watt is one joule (of energy) per second, so they're telling you how many joules per second the radio station emits.

What quantity do you need in order to go from joules per second to quanta per second?
 
The frequency?
 

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