Basic Calculus / Ma. Felisa A. Molina, Corazon S. Aspuria, Jay-ar F. Villacicencio

By: Molina, Ma. Felisa A [author.]Contributor(s): Aspuria, Corazon S [co-author.] | Villavicencio, Jay-ar F [co-author.]Material type: TextTextPublication details: Intramuros, Manila : Unlimited Books Library Services & Publishing Inc. , c2024Description: viii, 231 : illustration ; 25 cmISBN: 978-621-427-189-4Subject(s): LOC classification: QA 303 M65 2024
Contents:
Unit 1 : Functions, limits, and continuity. -- Chapter 1 : function. -- Chapter 2 : Limits of algebraic expressions. -- Chapter 3 : Limits of some transcendental functions. -- Chapter 4 : Continuous and discontinuous functions. -- Unit 2 : Derivatives. -- Chapter 5 : The derivative as a slope of the tangent line. -- Chapter 6 : Basic rules of differentiation. -- Chapter 7 : Derivatives of transcendental functions. -- Chapter 8 : Higher-order derivatives and implicit differentiation. -- Chapter 9 : Application of derivatives: Optimization. -- Chapter 10 : Problem solving. -- Unit 3 : Integrals (Antiderivative). -- Chapter 11 : Integrals. -- Chapter 12 : Techniques of Integration. -- Chapter 13 : Application of antiderivatives.
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Holdings
Item type Current library Home library Collection Shelving location Call number Copy number Status Date due Barcode
Books Books NU Fairview SHS LRC
NU Fairview SHS LRC
Senior High School Filipiniana FIL QA 303 M65 2024 SHS (Browse shelf(Opens below)) c.1 Available NUFVSHS0000900

Includes bibliography.

Unit 1 : Functions, limits, and continuity. -- Chapter 1 : function. -- Chapter 2 : Limits of algebraic expressions. -- Chapter 3 : Limits of some transcendental functions. -- Chapter 4 : Continuous and discontinuous functions. -- Unit 2 : Derivatives. -- Chapter 5 : The derivative as a slope of the tangent line. -- Chapter 6 : Basic rules of differentiation. -- Chapter 7 : Derivatives of transcendental functions. -- Chapter 8 : Higher-order derivatives and implicit differentiation. -- Chapter 9 : Application of derivatives: Optimization. -- Chapter 10 : Problem solving. -- Unit 3 : Integrals (Antiderivative). -- Chapter 11 : Integrals. -- Chapter 12 : Techniques of Integration. -- Chapter 13 : Application of antiderivatives.

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