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It's hard to come up with a definite number, because the total electromagnetic

spectrum has no definite edges. So, although we do know pretty close what the

limits of visible wavelength are, there are no definite limits of electromagnetic

wavelengths to compare to the visible range. However, I have handled this

question a few times here on W.A., and I can give you a few facts on the

subject.

The first, basic answer to your question is: Any way you slice it, the visible range

of wavelengths is a teeny, tiny, minuscule sliver of the total EM spectrum.

In order to come up with a number, let's set some limitsto the total spectrum.

Let's say that the lowest frequency (longest wavelength) is the bottom of the

AM radio broadcast band ... 550 KHz. And let's say that the highest frequency

(shortest waves) are the longest of what we call gamma rays ... somewhere

around 10^-19 meters in wavelength (3 giga-giga-gigahertz).

That range covers about 72 octaves (1 octave means double the frequency or wavelength, or cut them in half.)

Out of that 72 octaves, roughly 1 octave of wavelengths are visible ... something like

380 nanometers (dull violet) to 750 nanometers (deep red).

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10y ago

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