Find the range of the function defined by the set of points below. Express your answer as a set of numbers. \[ (-1,-8),(-7,6),(6,-5),(0,-10),(10,-10) \]

To find the range of the function defined by the given set of points, we need to look at the second component of each ordered pair, which represents the output values. The points given are: 1. \((-1, -8)\) 2. \((-7, 6)\) 3. \((6, -5)\) 4. \((0, -10)\) 5. \((10, -10)\) Now, let's collect the second components (the outputs): - For \((-1, -8)\), the output is \(-8\). - For \((-7, 6)\), the output is \(6\). - For \((6, -5)\), the output is \(-5\). - For \((0, -10)\), the output is \(-10\). - For \((10, -10)\), the output is also \(-10\). Now, let's identify all the unique outputs: \(-8\), \(6\), \(-5\), \(-10\). Now we organize these values to express them as a set. The range of the function is: \[ \{-10, -8, -5, 6\} \]