Basic calculus
By: Pelias, John Gabriel P [author].
Material type:
BookPublisher: Manila : Rex Book Store, 2016Edition: First edition.Description: vi, 259 pages : illustrations.Content type: text Media type: unmediated Carrier type: volumeISBN: 9789712378140.Subject(s): Calculus -- Study and teaching (Secondary) | Mathematics| Item type | Current location | Collection | Call number | Copy number | Status | Date due | Barcode | Item holds |
|---|---|---|---|---|---|---|---|---|
| Book | Cubao Branch Filipiniana Section | Filipiniana | F 515 P384b 2016 (Browse shelf) | c. 3 | Room use only | 49804QC | ||
| Book | Greater Project 4 Branch Filipiniana Section | Filipiniana | F 515 P384b 2016 (Browse shelf) | c. 5 | Room use only | 49806QC | ||
| Book | Main Library Filipiniana Section | Filipiniana | F 515 P384b 2016 (Browse shelf) | c. 1 | Room use only | 49802QC | ||
| Book | North Fairview Branch Filipiniana Section | Filipiniana | F 515 P384b 2016 (Browse shelf) | c. 2 | Room use only | 49803QC | ||
| Book | Payatas Lupang Pangako Branch Filipiniana Section | Filipiniana | F 515 P384b 2016 (Browse shelf) | c. 6 | Room use only | 49807QC | ||
| Book | Project 8 Branch Filipiniana Section | Filipiniana | F 515 P384b 2016 (Browse shelf) | c. 4 | Room use only | 49805QC |
Browsing North Fairview Branch Shelves , Shelving location: Filipiniana Section , Collection code: Filipiniana Close shelf browser
| F 512 C697 2013 College algebra | F 512.1 R457p 2016 Precalculus | F 512.9 C697 2009 College algebra for Filipino students | F 515 P384b 2016 Basic calculus | F 515 P384p 2016 Pre-calculus | F 515 R457b 2016 Basic calculus | F 515.33 L151d 2015 Differential calculus |
"STEM : science, technology, engineering and mathematics"--Cover.
"Kto12"--Cover.
Includes bibliographical references (page 253) and index.
Limits and continuity
Introduction to the limit
Limits of algebraic functions
Limits of algebraic functions involving infinity
Limits of exponential and trigonometric functions
Continuity
Continuity on an interval
Derivatives
Tangent lines, rates of change, and the derivative
Some basic differentiation rules
The chain rule
Implicit differentiation
Derivatives of higher order and differentiability
Rates of change and related rates
Optimization problems
Integration
Antiderivatives
The substitution rule and tables of integrals
Separable differential equations
Areas, Riemann sums, and the definite integral
The fundamental theorem of calculus
Areas of plane regions
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