So, when I look at a speaker with an 8 ohm rating, it is easier to drive than a speaker with a 4 ohm load. This does not make sense to me, although I know it to be true. I have yet been able to have it explained to me that makes it clear. Can someone explain this to me in a manner that does not require an EE degree?
You are in luck. I can explain this in terms that does not require any degrees. In fact due to the inverse law of reciprocal square roots you probably will not understand if you DO have a degree. The first critical thing is The Gnome. Gnomes are small and live inside your squeaker. Gnomes all belong to the Conservative Party - they RESIST change. If you want more resistance you must get more Gnomes. Second critical thing is Impudence. Impudence is the amount of resistance. However unlike resistance in a resister where there are always the same number of Gnomes, in a squeaker the amount of resistance (measured in Gnomes) varies with frequency. A squeaker may be described as having 8 Gnomes. In reality - and this includes my speakers - there is a variation in resistance. So at a lower frequency the impudence dips to as little as 4 Gnomes. The third critical component is Currant. Your amplifier feeds your squeakers with currants. So it goes like this: Your amplifier feeds 8 Gnomes at most levels of frequency. Each Gnome processes one currant at a time. But where the impudence dips to where there are only 4 Gnomes the speaker still needs to process 8 currants. But there are only 4 Gnomes, so what to do? A well designed amplifier, ie one that has a lot of currants, will pass twice as many currants to each Gnome. So the 4 Gnomes will process 2 currants per Gnome. The amplifier therefore has to put out currants at twice the rate. This is all known as Gnome's Lore.