1. The problem statement, all variables and given/known data Give an example of a function whose domain equals the interval (0,1) but whose range is equal to [0, 1]. 2. The attempt at a solution I cant see a way how such function would exits. I though about it this way, if it was the opposite Domain [0,1] and range (0, 1), we could make values 0 and 1 into any number in between without it not being a function, and still having a range that is an interval. If I take domain (0, 1) and produce range [0, 1], I would need to take one of the numbers from (0, 1) and make it [0, 1]. Meaning its no longer has an range that is an interval. It could have a range that is an interval if one of numbers (0, 1) had two possible answers, but the example would no longer be a function.