Ok, now that we know the distance between hot spots, we'll use some math, and some science, and some more math to figure out the speed of light. First, the distance that we measured represents the half-wavelength of the waves being emitted by the microwave (according to the book). To find the wavelength of the microwaves, we multiply by two. In my example, that gives us a wavelength of



7.628 cm * 2 = 15.256 cm



Now, since the speed of light is equal to the wavelength times the frequency, we can figure out the speed of light. But we don't know the frequency of the microwaves. Apparently, most microwaves operate at 2.45 gigahertz, or 2,450,000,000 Hz. So, we take the the product of the wavelength and the frequency:



15.256 cm * 2,450,000,000 Hz = 37,377,200,000 cm/s which, given that we are doing this in a kitchen (and a small error our measurements are multiplied by 4,900,000,000), is shockingly close to the actual speed of light, which is 29,979,245,800 cm/s, or, as it is typically defined, 299,792,458 meters per second.

