Ok kiddo, let's talk about something called "equivalent series resistance." It's a big name, but it's actually a pretty simple concept.
So, imagine you have a bunch of things connected together in a line, kind of like a chain. Let's say each thing has a little bit of resistance to the flow of electricity. When you connect them all together in a line like that, the total resistance is the sum of all their individual resistances.
But sometimes you want to make things simpler. Instead of thinking about each little bit of resistance by itself, you can think of the whole line as having one big resistance. That's what "equivalent series resistance" means - it's like combining all those little resistances into one big one.
So why would you want to do that? Well, sometimes it just makes things easier to calculate. If you know the total resistance of the line, you can figure out things like how much current is flowing through it, or how much voltage drop you'll have across the whole thing.
Basically, equivalent series resistance is a way of looking at a bunch of resistances connected in a line like they were just one big resistance. It's a handy trick that can make things simpler and easier to understand.