Black River Math

Download and use this at the end of your calculus course. This circuit is a good review of calculator use with derivatives, integrals, and applications. The answers lead from one question to the next in a scavenger-hunt fashion. 12 questions.

Download and use this before the students learn how to find derivatives using the rules. This circuit is a good practice of both forms of the limit definition of the derivative. The answers lead from one question to the next in a scavenger-hunt fashion. 8 questions.

Download and use this after your students learn how to find derivatives of the basic functions. This circuit includes product rule and quotient rule. There are no chain rule problems in this circuit. This circuit is intended to be done without a calculator. The answers lead from one question to the next in a scavenger-hunt fashion. 16 questions.

Download and use this after your students learn how to find antiderivatives from the basic derivative rules. Students will use the reverse power rule, trig, exponential, and logarithmic antiderivative rules in this circuit. This circuit is intended to be done without a calculator. The answers lead from one question to the next in a scavenger-hunt fashion. 24 questions.

Download and use this after your students learn how to find limits by the limit properties, dividing out a common factor, and rationalizing. Students will also find one-sided limits using piece-wise defined functions in this circuit. This circuit is intended to be done without a calculator. The answers lead from one question to the next in a scavenger-hunt fashion. 16 questions.

Download and use this after your students learn how to write the rational function y=1/(1-x) as an infinite series. Students will use substitution, term-by-term differentiation, and term-by-term integration in this circuit. This circuit is intended to be done without a calculator. The answers lead from one question to the next in a scavenger-hunt fashion. 16 questions.

Download and use this at the end of your calculus course. This circuit is a good review of the use of a table with derivatives and integrals. The answers lead from one question to the next in a scavenger-hunt fashion. 12 questions.

This circuit covers motion in a plane and polar curves. A calculator is needed for this circuit. The answers lead from one question to the next in a scavenger-hunt fashion. 12 questions.

Download and use this after your students learn how to find displacement, total distance traveled and new position with motion along a line. This circuit has problems that both use and do not use a calculator. The answers lead from one question to the next in a scavenger-hunt fashion. 12 questions.

Download and use this after your students learn how to determine if a sequence converges or diverges by finding the limit as n approaches infinity. This circuit is intended to be done without a calculator. The answers lead from one question to the next in a scavenger-hunt fashion. 14 questions.