So let's think about that. So 6 times negative 2 plus 1 over negative 2 minus 2 is equal to, this is 6 times negative 1, so it's negative 6 over negative 4, which is equal to 3 halves. So if we redefine f of x, if we say f of x is equal to 6x squared plus 18x plus 12 over x squared minus 4 for x not equal positive or negative 2, and it's equal to 3 halves for x equals negative 2, now this function is going to be the exact same thing as this right over here. This f of x, this new one, this new definition, this extended definition of our original one, is now equivalent to this expression. It is equal to 6 times x plus 1 over x minus 2. But just to answer their question, what value should be assigned to f of negative 2 to make f of x continuous at that point? Well, f of x should be, or f of negative 2 should be 3 halves.