1. Draw the graph ofa function that has at least two hills and a valley between them and then describe in words the functions domain, range, intervals where it increases, intervals where it decreases, intervals where it is concave up, intervals where it is concave down, whether or not the function is even, odd, or neither, and whether or not it has a inverse function. 2. Given a function, how can you find its inverse graphically, algebraically, and from a table of values? 3. Give examples of functions f, g, and the composition f o g algebraically, numerically, graphically, and verbally. You can use the same examples for each of the four representations or you can make up new ones for each of the representations