- ISBN
- Autor(en)
- Sprache
- Herausgeber
- Edition
- Ausgabe
Calculus, International Metric Edition Zusammenfassungen (1. ausgabe)
James Stewart - ISBN: 9780538498845
- ISBN
- Autor(en)
- Sprache
- Herausgeber
- Edition
- Ausgabe
Alle 10 Zusammenfassungen für Calculus, International Metric Edition anzeigen, verfasst von James Stewart. Alle Calculus, International Metric Edition Zusammenfassungen, Mitschriften, Karteikarten, Lernzettel und weiteres Lernmaterial werden von Kommilitonen oder Tutoren verfasst, um dir das Verständnis des Lehrbuchinhalts zu erleichtern. Wenn du die Zusammenfassung findest, die perfekt zu deinem Lernstil passt, wird das Lernen zum Kinderspiel.
Bestseller Calculus, International Metric Edition Zusammenfassungen
Concise summary for both beginners and intermediate students, covering: Limits - finding the limit of a function by first order principles; finding the limit near a point; and one sided limits; Continuity - definition of continuity; evaluating functions for signs of continuity; Differentiability - determining whether a function is differentiable or not; relationship between differentiability and continuity
- Notizen
- • 4 Seiten •
Concise summary for both beginners and intermediate students, covering: Limits - finding the limit of a function by first order principles; finding the limit near a point; and one sided limits; Continuity - definition of continuity; evaluating functions for signs of continuity; Differentiability - determining whether a function is differentiable or not; relationship between differentiability and continuity
Introduction to and revision on Co-Ordinate Geometry: description of distance midpoint formula; definition and formula of straight lines; formula for parallel and perpendicular lines; formula for circles and graphical representations; also includes worked examples for each section
- Notizen
- • 3 Seiten •
Introduction to and revision on Co-Ordinate Geometry: description of distance midpoint formula; definition and formula of straight lines; formula for parallel and perpendicular lines; formula for circles and graphical representations; also includes worked examples for each section
These lecture notes cover: Revision of first and second derivatives; examples of first and second derivatives; common applications through word problems; graphing of first and second derivatives and how to find one from the other; and linear approximation
- Notizen
- • 4 Seiten •
These lecture notes cover: Revision of first and second derivatives; examples of first and second derivatives; common applications through word problems; graphing of first and second derivatives and how to find one from the other; and linear approximation
Basic introduction to the concept of the Derivative: Finding the derivative by first principles/ by the definition; graphing of original function and derivative; how to interpret original function from derivative and vice versa
- Notizen
- • 3 Seiten •
Basic introduction to the concept of the Derivative: Finding the derivative by first principles/ by the definition; graphing of original function and derivative; how to interpret original function from derivative and vice versa
Discusses important features of the derivative: Differences between average velocity and instantaneous velocity in terms of derivatives; practical applications of the derivative; class test revision example
- Notizen
- • 3 Seiten •
Discusses important features of the derivative: Differences between average velocity and instantaneous velocity in terms of derivatives; practical applications of the derivative; class test revision example
Compares the derivative at a point with that of the derivative over a distance; provides the definition of the derivative (the formula for finding the derivative of any function; provides graphical examples illustrating the derivative at a point and the derivative over a distance; provides and works through in-depth examples of finding derivative using first pricniples
- Notizen
- • 2 Seiten •
Compares the derivative at a point with that of the derivative over a distance; provides the definition of the derivative (the formula for finding the derivative of any function; provides graphical examples illustrating the derivative at a point and the derivative over a distance; provides and works through in-depth examples of finding derivative using first pricniples
Introducing the concept of shifting functions to produce new functions (new from old); how to shift functions; graphical and algebraic representations; combinations of functions algebraically and graphically; compositions of functions and examples
- Zusammenfassung
- • 3 Seiten •
Introducing the concept of shifting functions to produce new functions (new from old); how to shift functions; graphical and algebraic representations; combinations of functions algebraically and graphically; compositions of functions and examples
Introduction to Inverse Functions: Discussion of exponential and logarithmic functions as examples of inverse functions; using Vertical Line Test to check if functions are one-to-one or one-to-many; strategy for finding the inverse function; sketching of inverse functions
- Notizen
- • 3 Seiten •
Introduction to Inverse Functions: Discussion of exponential and logarithmic functions as examples of inverse functions; using Vertical Line Test to check if functions are one-to-one or one-to-many; strategy for finding the inverse function; sketching of inverse functions
Providing worked examples of inequalities; introduction to absolute values; relationship between absolute values and inequalities; sketching inequalities and absolute values (graphical representation)
- Notizen
- • 4 Seiten •
Providing worked examples of inequalities; introduction to absolute values; relationship between absolute values and inequalities; sketching inequalities and absolute values (graphical representation)
Concise introduction to functions: definition of a function; examples of functions; ways of representing functions; sketching graphs of functions graphically; identifying functions using the Vertical Line Test (VLT)
- Zusammenfassung
- • 6 Seiten •
Concise introduction to functions: definition of a function; examples of functions; ways of representing functions; sketching graphs of functions graphically; identifying functions using the Vertical Line Test (VLT)
Haben Sie Dokumente, die zu diesem Buch passen? Verkaufe sie und verdiene Geld mit deinem Wissen!
Neueste Calculus, International Metric Edition Zusammenfassungen
Concise summary for both beginners and intermediate students, covering: Limits - finding the limit of a function by first order principles; finding the limit near a point; and one sided limits; Continuity - definition of continuity; evaluating functions for signs of continuity; Differentiability - determining whether a function is differentiable or not; relationship between differentiability and continuity
- Notizen
- • 4 Seiten •
Concise summary for both beginners and intermediate students, covering: Limits - finding the limit of a function by first order principles; finding the limit near a point; and one sided limits; Continuity - definition of continuity; evaluating functions for signs of continuity; Differentiability - determining whether a function is differentiable or not; relationship between differentiability and continuity
Introduction to and revision on Co-Ordinate Geometry: description of distance midpoint formula; definition and formula of straight lines; formula for parallel and perpendicular lines; formula for circles and graphical representations; also includes worked examples for each section
- Notizen
- • 3 Seiten •
Introduction to and revision on Co-Ordinate Geometry: description of distance midpoint formula; definition and formula of straight lines; formula for parallel and perpendicular lines; formula for circles and graphical representations; also includes worked examples for each section
These lecture notes cover: Revision of first and second derivatives; examples of first and second derivatives; common applications through word problems; graphing of first and second derivatives and how to find one from the other; and linear approximation
- Notizen
- • 4 Seiten •
These lecture notes cover: Revision of first and second derivatives; examples of first and second derivatives; common applications through word problems; graphing of first and second derivatives and how to find one from the other; and linear approximation
Basic introduction to the concept of the Derivative: Finding the derivative by first principles/ by the definition; graphing of original function and derivative; how to interpret original function from derivative and vice versa
- Notizen
- • 3 Seiten •
Basic introduction to the concept of the Derivative: Finding the derivative by first principles/ by the definition; graphing of original function and derivative; how to interpret original function from derivative and vice versa
Discusses important features of the derivative: Differences between average velocity and instantaneous velocity in terms of derivatives; practical applications of the derivative; class test revision example
- Notizen
- • 3 Seiten •
Discusses important features of the derivative: Differences between average velocity and instantaneous velocity in terms of derivatives; practical applications of the derivative; class test revision example
Compares the derivative at a point with that of the derivative over a distance; provides the definition of the derivative (the formula for finding the derivative of any function; provides graphical examples illustrating the derivative at a point and the derivative over a distance; provides and works through in-depth examples of finding derivative using first pricniples
- Notizen
- • 2 Seiten •
Compares the derivative at a point with that of the derivative over a distance; provides the definition of the derivative (the formula for finding the derivative of any function; provides graphical examples illustrating the derivative at a point and the derivative over a distance; provides and works through in-depth examples of finding derivative using first pricniples
Introducing the concept of shifting functions to produce new functions (new from old); how to shift functions; graphical and algebraic representations; combinations of functions algebraically and graphically; compositions of functions and examples
- Zusammenfassung
- • 3 Seiten •
Introducing the concept of shifting functions to produce new functions (new from old); how to shift functions; graphical and algebraic representations; combinations of functions algebraically and graphically; compositions of functions and examples
Introduction to Inverse Functions: Discussion of exponential and logarithmic functions as examples of inverse functions; using Vertical Line Test to check if functions are one-to-one or one-to-many; strategy for finding the inverse function; sketching of inverse functions
- Notizen
- • 3 Seiten •
Introduction to Inverse Functions: Discussion of exponential and logarithmic functions as examples of inverse functions; using Vertical Line Test to check if functions are one-to-one or one-to-many; strategy for finding the inverse function; sketching of inverse functions
Providing worked examples of inequalities; introduction to absolute values; relationship between absolute values and inequalities; sketching inequalities and absolute values (graphical representation)
- Notizen
- • 4 Seiten •
Providing worked examples of inequalities; introduction to absolute values; relationship between absolute values and inequalities; sketching inequalities and absolute values (graphical representation)
Concise introduction to functions: definition of a function; examples of functions; ways of representing functions; sketching graphs of functions graphically; identifying functions using the Vertical Line Test (VLT)
- Zusammenfassung
- • 6 Seiten •
Concise introduction to functions: definition of a function; examples of functions; ways of representing functions; sketching graphs of functions graphically; identifying functions using the Vertical Line Test (VLT)
Haben Sie Dokumente, die zu diesem Buch passen? Verkaufe sie und verdiene Geld mit deinem Wissen!
Warum mit den Buchzusammenfassungen über Stuvia studieren?
Relevanz, Effizienz und Komfort. Dies sind wichtige Elemente beim Studium oder bei der Vorbereitung auf einen Kurs oder eine Prüfung. Studieren mit Hilfe von Buchzusammenfassungen, die mit der ISBN-Nummer Ihres (Studien-)Buches verknüpft sind, ist aktueller denn je. Ihre Kommilitonen oder Tutoren teilen ihr Wissen mit Ihnen, um Sie auf Ihre Prüfungen vorzubereiten. Finden Sie die ISBN-Nummer Ihres Buches und kaufen Sie mit Sicherheit die richtige Zusammenfassung. So erleben Sie bei Ihren Prüfungen keine Überraschungen.
Alle Zusammenfassungen zu Stuvia werden von Studierenden verfasst, die bereits die Prüfung abgelegt haben, Dozenten, die den Studienstoff unterrichten, oder professionellen Verlagen. Dadurch können Sie sicher sein, dass Sie den Kursstoff leichter verstehen und die Zusammenfassung alle Elemente enthält, die in der Prüfung geprüft werden. Finden Sie das Buch, das Sie studieren möchten, anhand seiner ISBN und wählen Sie die beste Lehrbuchzusammenfassung.