This is a 12-question test on Applications of Differentiation that can also be used as homework, review, or self-teaching.
Included in this file are:
1. The chapter test with complete, detailed, teaching-oriented solutions. A student could use this to self-teach the concepts.
2. The test with answers only, no solutions.
3. The blank test with room for students' responses.
4. The blank test condensed to two pages, with no room for students' responses. This gives you the choice to significantly reduce the number of photocopied pages.
Questions include: absolute and relative extrema, critical numbers, points of inflection, increasing / decreasing, concavity, curve sketching, limits at infinity, asymptotes, Rolle's Theorem, Mean Value Theorem, maximizing area, minimizing sum, using differentials to approximate error