When 1 moves completely around that is 1 hertz.
Hz refers to the wiggle of AC; not to the time it takes the electron to flow around a circuit. It does that at near the speed of light ...
I made the same mistake saying this.
Imagine a tube just big enough for a golf ball to pass through. Let's say this tube is 15 golf-balls-long. You fill the tube with 15 golf balls, then try to push one more in. One pops out the other side "at the speed of light".
Pretend the tube is 100 golf-balls-long, and the last ball to fit in is colored red. You add another ball, one pops out the other side "at the speed of light" but your red ball has only moved 1-ball in space. Even if you're putting golf balls in twice a second, it still takes 50 seconds before that red ball comes out the other side.
Current is a "directed drift of electrons" because a force (voltage) pushes them in a direction. The directed drift itself can be slow (if you're peeping a single electron), but the effect (ball out the other side) seems instantaneous.
So I asked what happens to all the ones that get lost? ... Resistance in wire has to knock some backwards ...
The class was on electrical generation & distribution? All the electrons are on the wire (or inside the insulation)... There's nowhere for them to go.
"Current" is defined as a quantity of electrons moving past a point per second. You could equate it to "gallons per minute" of water. So it's a "rate of change/flow".
"Voltage" is the "push to get the water to flow"... water pressure.
Resistance doesn't knock the electrons back, it just slows the rate of flow. 5v / 1Ω = 5A (big flow), but 5v / 5kΩ = 1mA (tiny flow). But the electrons go the same way they always did given the direction of pressure.
You turn on your garden hose (with no spigot on the end), water just comes rolling out. Let's say it's big current, 5A. You mostly-cover the end with your thumb... Let's say the gallons-per-minute stays the same. You just impeded the water 500Ω to the 1Ω it used to see. But the volume of water per second is still the same: 5A * 500Ω = 2500v. The water seems to shoot out faster/harder.
But that water isn't flowing backwards through the hose. And I mostly care about the stream of drops that come out the end, rather then the few drops that stay clinging to the inside walls of the hose.