 For this example, we're going to be converting these two numbers from binary into decimal. And we'll be using the division method for real numbers to do this. So I'll start by breaking my first number into two parts. I'll have a whole number which looks like six in decimal. And I'll have this fraction. And the fraction will allow me to apply the division method to solve this problem. So I'm going to start by taking my first one here. And I'm going to divide it by the source space, which is two. So I get one half. And I'll mark that I've used this one up. So now I'm going to take this next one. And I'm going to add it in. And it's now been used. Now I will divide my 1.5 by 2. That will give me 0.75. And then I'm going to take this 0. And copy that in over here. And I'll mark that I've used the 0. And I'm going to divide by 2 one more time. So this will end up being my fraction in decimal. So I'm just going to write in 3, 7, 5. There's my number in decimal. I'll do the same thing for the other number. So 1, 0, 1, 1 is 11. I've got 8 plus 2 plus 1. And now I'll use the division method to convert the fraction here. So I'll pull down this 1. Divide that by 2. I'll get 0.5. I'll pull down this next one. Divide by 2. Get 0.75. Pull down this 0. Divide by 2. And we'll get 0.375 again. And I will pull down this 1. Divide this by 2. And this will give me 0.6875. So I will take this fraction and copy it over here.