So recall that the ratio of product concentrations over reactant concentrations, specifically at equilibrium, is called the equilibrium constant. And the equilibrium constant can actually be abbreviated by this symbol shown here. Now, the equilibrium constant actually changes with different conditions, and it changes with temperature. But the good thing is that in biological systems, if the temperature is not already given to us, then we always assume the temperature is going to be right around 298 Kelvin, or about 25 degrees Celsius. Now, in our example below, we're showing the equilibrium constant equation. And we already know that it's the concentration of products, specifically at equilibrium, over the concentration of reactants, specifically at equilibrium. And again, recall that the brackets here mean the concentration of. And so it turns out that the equilibrium constant is just a number, and by looking at the value of this number, we can actually determine whether the products are predominating, or the reactants are predominating. And by predominating, what I mean is they have a higher concentration when they're predominating. And so if we take a look at this chart over here, we can see that when the equilibrium constant is exactly equal to 1, what that means is that the concentrations are exactly equal at equilibrium. Now, in this scenario, if the equilibrium constant is really small, smaller than 1, what that means is that the concentration of products at equilibrium is going to be smaller than the concentration of reactants at equilibrium, and the reactants are going to be predominating over the products because their concentration is higher at equilibrium. Now, in the last scenario, if the equilibrium constant is large and greater than 1, what that means is that the concentration of products at equilibrium is going to be greater than the concentration of reactants at equilibrium. And so in this scenario, the products are going to be predominating because their concentrations are higher. And so it turns out that most reactions actually have multiple products and reactants. And so in order to adjust our equilibrium constant, what we need to do is we need to multiply their concentrations together to get the equilibrium constant. And so it also turns out that a lot of molecules have multiple coefficients or they have coefficients. And coefficients are simply numbers that are in front of the molecules. And they're included in the equilibrium constant as well, but they're included as exponents. And so if we take a look at our example below, which has multiple products and reactants and coefficients, we can see how this works. And so in our reaction, we have 2 reactants, reactant A and reactant B, in capital letters. And we have 2 products, product C and product D, in capital letters. And then the lowercase letters that are colored are the coefficients. And so, again, recall that our equilibrium constant over here is the concentration of products at equilibrium over the concentration of reactants at equilibrium. And so one of our products is already inputted into our equilibrium constant. That's product D. And so notice that the capital letter D is in the brackets, coefficient is included as an exponent. So we can do the same for our other product. So we'll put C, capital letter, in the brackets, and then the lowercase letter, the coefficient, will go as an exponent. And the same applies for the reactants, which are down below. Reactant A is already input, so we can put in reactant B, which is going to have a capital B in the brackets, and then the coefficient will be included as an exponent. And so, we'll be able to get more practice with this in our practice video, so I'll see you guys there.