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Essential Calculus skills practice workbook: with full solutions / by Chis McMullen
Material type:
TextPublication details: [california]: Zishka publishing, c2018Description: iv, 141p.: 27 cmISBN: - 9781941691243
- QA303 .M85 2018
Contents:
Derivatives of polynomials - The chain rule, product rule and quotient rule -- Derivatives of trig functions -- Derivatives of exponentials -- Derivatives of logarithms -- Second derivatives -- Extreme values -- Limits and l'hospital's rule -- Integrals of polynomials -- Definite integrals -- Integrals of trig functions -- Integrals of exponentials and logarithms -- Integration of polynomial substitution -- Integration of trigonometric substitution -- Integration by parts -- Multiple integrals.
| Item type | Current library | Collection | Call number | Copy number | Status | Date due | Barcode | |
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Zetech Library - Mang'u General Stacks | Non-fiction | QA303 .M85 2018 (Browse shelf(Opens below)) | C1 | Available | Z010102 | ||
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Zetech Library - Mang'u General Stacks | Non-fiction | QA303 .M85 2018 (Browse shelf(Opens below)) | C2 | Checked out | 05/11/2024 | Z010103 | |
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Zetech Library - Mang'u General Stacks | Non-fiction | QA303 .M85 2018 (Browse shelf(Opens below)) | C3 | Available | Z010104 | ||
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Zetech Library - Mang'u General Stacks | Non-fiction | QA303 .M85 2018 (Browse shelf(Opens below)) | C4 | Available | Z010105 | ||
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Zetech Library - Pioneer General Stacks | Non-fiction | QA303.M85 2018 (Browse shelf(Opens below)) | C6 | Available | Z011549 | ||
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Zetech Library - TRC General Stacks | Non-fiction | QA303.M85 2018 (Browse shelf(Opens below)) | C5 | Available | Z011550 |
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| QA300.G757 1986 Applied mathematical analysis / | QA303.J58 1960 Calculus with analytic geometry | QA303.M32 2002. Calculus & advanced Functions / | QA303.M85 2018 Essential Calculus skills practice workbook: with full solutions / | QA303.S8826 1991 Single variable calculus : | QA303.3.D35 1972 Calculus / | QA331.3.B38 1993 Precalculus : |
Derivatives of polynomials - The chain rule, product rule and quotient rule -- Derivatives of trig functions -- Derivatives of exponentials -- Derivatives of logarithms -- Second derivatives -- Extreme values -- Limits and l'hospital's rule -- Integrals of polynomials -- Definite integrals -- Integrals of trig functions -- Integrals of exponentials and logarithms -- Integration of polynomial substitution -- Integration of trigonometric substitution -- Integration by parts -- Multiple integrals.
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