Using Both Algebraic and Graphical Methods to Solve Optimization Problems

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0.23 MB   |   12 pages

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This activity illustrates for calculus students how they can solve optimization problems using algebraic and graphical methods. Two examples illustrate step by step procedures that can be followed to solve most optimization problems. Both analytical and graphical approaches are used to study the rate of change.

After illustrating how two examples can be solved, five additional practice problems with solutions are provided for students to practice.
Total Pages
12
Answer Key
Included
Teaching Duration
2 Days

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Using Both Algebraic and Graphical Methods to Solve Optimi
Using Both Algebraic and Graphical Methods to Solve Optimi
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