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Core concepts in mathematics : calculus / Diana Dias.

By: Dias, Diana [author.]Material type: Text

TextPublisher: New York, NY : 3G E-Learning LLC, c2024Edition: 2nd editionDescription: 252 pages : color illustrationsContent type: text Media type: unmediated Carrier type: volumeISBN: 9781984688637 [paperback]Subject(s): Calculus -- textbooks

Contents:

Contents: 1 Infinite sequences and series -- 2 Curve sketching -- 3 Indeterminate forms and improper integral -- 4 Differential calculus of several variables -- 5 Situational problems involving related rates -- 6 Circular functions -- 7 Conic sections and systems -- 8 Line integrals -- Index

Summary: Calculus is a field of study that focuses on understanding how things change. It provides a frame-work for modeling systems that experience change and allows us to make predictions based on theses models. The development of calculus, particularly its applications in physics and engineering, has had a profound impact on the advancement of modern science. In fact, it played a pivotal role in the industrial revolution and subsequent scientific breakthroughs. No other branch of mathematics boasts such a rich history and cultural significance as calculus.

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Item type	Current location	Call number	Status	Date due	Barcode
Subject Reference	College Annex Library Subject Reference	515 D54 2024 (Browse shelf)	Available		3UCBL000028638

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Previous	511.1 J95 2024 Discrete mathematics with coding /	515 B18 2023 An introduction to fractional differential equations /	515 B64 2021 Generalized ordinary differential equations in abstract spaces and applications / edited by Everaldo M. Bonotto, Marcia Federson, Jaqueline G. Mesquita.	515 D54 2024 Core concepts in mathematics : calculus /	515 F96 2024 Functional calculus /	515 R95 2023 Calculus all-in-one for dummies /	515 St12 2023 Calculus : a modeling and computational thinking approach /	Next

Includes bibliographical references and index.

Calculus is a field of study that focuses on understanding how things change. It provides a frame-work for modeling systems that experience change and allows us to make predictions based on theses models. The development of calculus, particularly its applications in physics and engineering, has had a profound impact on the advancement of modern science. In fact, it played a pivotal role in the industrial revolution and subsequent scientific breakthroughs. No other branch of mathematics boasts such a rich history and cultural significance as calculus.