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    Calculus I

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    Online Course (372.4Kb)
    Date
    2022
    Author
    Kahenya, Paul N.
    Type
    Other
    Language
    en
    Metadata
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    Abstract
    Calculus I is designed to equip science, engineering, and mathematics students with differential calculus knowledge and skills necessary for application in their diverse fields, and also a prerequisite to integration calculus, numerical methods, probability among other higher level mathematics course. Calculus I deals with differentiation of single real valued functions. It focuses on the limits of functions and continuity of functions. Calculus I introduces the basic techniques of differentiation and key theorems in differential calculus. The course also introduce the learner to the application of differentiation in rates of changes, related changes, kinematics, and optimization.
    URI
    https://www.hufocw.org/Course/971
    http://repository.anu.ac.ke/handle/123456789/909
    Publisher
    Handong Global University
    Subject
    Differentiation
    Techniques of differentiation
    Application of differentiation
    Limits of functions
    Description
    Key Competencies: To enhance learners' competencies in; Calculus knowledge and skills; Critical thinking and analytical skills; Problem solving; Self-management/efficacy; Teamwork; and digital literacy. Course goals: (i) To equip the learners with basic knowledge of differential calculus in particular, definition of terms, the basic rules of differentiation and their application. (ii) To enhance key competencies necessary for future learning in calculus Course Objectives/Intended Learning Outcomes: (i) Explain the concepts of limits and continuity of functions. (ii) Explain and apply fundamental theorems in differential calculus. (iii) Explain and apply the rules of differentiation.
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