 So now let's take a look at the standard capacitor equation. First, I want to clarify just a couple of terms. When I say capacitor, I'm referring to the device which is used to store charge. When I say capacitance, this is a property of that device called a capacitor. So our equation here is actually the equation for the capacitance. So let's look at this equation. C is our capacitance. Q is our charge. And our delta V is our voltage, or our potential difference across that particular capacitor. In terms of units, well, we already know that charge is measured in coulombs. And voltage is measured in volts. So a coulomb per volt gives us our unit for capacitance, which is actually capital F, which stands for a ferrad. So in this equation in particular, we need to be very careful because not everything is exactly as it seems. Particularly, we have way too many C's, the capacitance of the capacitor and a charge of coulombs. But capital C in the equation is capacitance. Capital C in the units is coulomb. So make sure you're keeping track of what information you've got here.