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 Date: 2014-09-19 00:27:24Functions and mappings Differential calculus Antiderivative Integral Calculus with polynomials Derivative Integration by parts Marginal cost Generalizations of the derivative Mathematical analysis Mathematics Integral calculus |
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M Helpsheet Giblin Eunson Library INTEGRATION | Classroom Voting Questions: Calculus II Section 7.2 Integration by Parts 1. What is the derivative of f (x) = 31 xe3x − 19 e3x + 25? (a) (b) (c)DocID: 1viY1 - View Document |
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| PARTIAL FRACTIONS & INTEGRATION BY PARTS 5 minute review. perhaps with R 1 Recap how partial fractions can be used in integration, d 0DocID: 1tM8i - View Document |
| INTEGRATION BY SUBSTITUTION AND PARTS 5 minute review. Recall the chain rule for differentiating a function of a function, df du d namely dx f (u(x)) = duDocID: 1tKis - View Document |