This is a quiz where students are not allowed to use a calculator. The student must take the first and second derivative and test points to find local max and mins, as well as, concaving up and down with inflection points. They must graph each, and show how the graph turns. They also need to find x- and y -intercepts and state the domain and range. They also must find vertical and horizontal asymptotes.
This quiz is also done in a 50 min period.