Math 147 - Common Exam III Topics
The best way to study for the exam is to work through the examples presented in class,
suggested homework problems, and as many problems from this review as possible. The
multiple choice part of the exam will take place December 1st during recitation. The short
answer part of the exam will take place December 2nd during lecture in Richardson 114.
Students should bring a scantron (#815-E), a No. 2 pencil, and TAMU ID. The use of
calculators is not allowed.
• Extrema and the Mean Value Theorem
See §5.1 examples 2-8 and problems 1-7, 13-29, 33-41 (odd), 48, 49
• Monotonicity and Concavity
See §5.2 examples 1, 3 and problems 1-19 (odd), 26, 27, 28, 30
• Extrema, Inflection Points, and Graphing
See §5.3 examples 1-3, 5, 6 and problems 1-15, 19-23 (odd), 26, 27-33 (odd), 35, 36,
39, 42
• Optimization
See §5.4 examples 1-4 and problems 1-18, 21-23
• L’Hopital’s Rule
See §5.5 examples 1-12 and problems 1-59 (odd)
• Exponential Growth and Decay
See §2.1 example 1 and problems 5-57 (odd)
• Sequences
See §2.2 examples 1-8, 10, 11, 13-15 and problems 1-51, 71-109 (odd)
• Difference Equations: Equilibria and Stability
See §5.6 examples 1-5 and problems 1-19 (odd), 23, 25
• Antiderivatives
See §5.8 examples 1-6 and problems 1-75 (odd)
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