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Basic Calculus for Senior High School / Jerico B. Bacani, [and four others].

By: Contributor(s): Material type: TextTextPublication details: Mandaluyong City : Books ATBP. Publishing corp., 2020c.Edition: Second editionDescription: x, 264 pages : Illustration, tables, figures ; 25 cmISBN:
  • 9786214091645
Subject(s): DDC classification:
  • 515ย B116b
Contents:
Functions, limits, and continuity -- Definition and notation of function -- Types of function and their graphs --Operations on functions -- Limit of a function and limit theorems -- Right-hand and left-hand limit -- Infinite limits and limits at infinity -- Continuity of a function -- Continuity of the trigonometric functions -- Derivatives -- Definition of derivative -- Differentiation rules -- Derivatives of trigonometric functions -- Derivatives of exponential and logarithmic functions -- Higher order derivatives -- Behavior of functions -- Applications involving global maximum and minimum values -- Implicit differentiation -- Problems involving related rates -- Integrals -- Definition of indefinite integral -- Rules for integration -- Some techniques of integration -- Definite integral and second fundamental theorem of calculus -- Applications of definite and indefinite integrals -- Rules for differentiation -- Rules for integration
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Includes bibliographical references.

Functions, limits, and continuity -- Definition and notation of function -- Types of function and their graphs --Operations on functions -- Limit of a function and limit theorems -- Right-hand and left-hand limit -- Infinite limits and limits at infinity -- Continuity of a function -- Continuity of the trigonometric functions -- Derivatives -- Definition of derivative -- Differentiation rules -- Derivatives of trigonometric functions -- Derivatives of exponential and logarithmic functions -- Higher order derivatives -- Behavior of functions -- Applications involving global maximum and minimum values -- Implicit differentiation -- Problems involving related rates -- Integrals -- Definition of indefinite integral -- Rules for integration -- Some techniques of integration -- Definite integral and second fundamental theorem of calculus -- Applications of definite and indefinite integrals -- Rules for differentiation -- Rules for integration

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