This is going to be the same thing as the limit as x approaches negative one of x plus one over, over the limit, the limit as x approaches negative one of square root of x plus five minus two. And then we could say, all right, this thing up here, x plus one, if we think about the graph y equals x plus one, it's continuous everywhere, especially at x equals negative one, and so to evaluate this limit, we just have to evaluate this expression at x equals negative one. So this numerator is just going to evaluate to negative one plus one. And then our denominator, square root of x plus five minus two isn't continuous everywhere, but it is continuous at x equals negative one, and so we can do the same thing. We can just substitute negative one for x. So this is going to be the square root of negative one plus five minus two. Now what does this evaluate to?