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    Week 1: Functions & Models, Absolute Value and the Radian Measure [29 Jan - 02 Feb].
    Week 2: New functions from old functions; Exponential and Logarithmic Functions; Inverse Trigonometric Functions [05 - 09 Feb].
    Weeks 3 & 4: Limits [12 - 23 February]
    Week 5: Limits at Infinity and Continuity; [26 to 29 February]
    Week 6: Derivatives and Rates of Change; [4 to 8 March]
    Week 7: The Derivative as a Function ; [11 - 15 March]
    Weeks 8 & 9: Differentiation Rules; [18 - 27 March]
    Week 10: The Chain Rule & Implicit differentiation ; [02 - 05 April]
    Week 11: Exponential Differentiation; Logarithmic Differentiation and Derivatives of Inverse Trig Functions; [08 - 12 April]
    Week 12: Related Rates; Rates of Change in the Natural Sciences; Linear Approximations and Differentials ; [15 - 18 April]
    Week 12 (continued): Hyperbolic Functions, Inverse Hyperbolic Functions and their Derivatives ; [19 April]
    Week 13: Antiderivatives ; [22 - 25 April]
    Week 13 & 14: Areas and Integrals; The Definite Integral and the Fundamental Theorem of Calculus; The Substitution Rule [26 April - 3 May]
    Week 15: The Net Change Theorem; The Substitution Rule for the Definite Integral; Areas between curves [06 - 09 May]
    Topic 18
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2026
Experiential Learning
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  • Centre For Learning Technologies
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Information Technology
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Ops
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    2024-21563-112 Mathematics (mil) / Wiskunde (mil) - 112

    • Facilitator: Douglas Schuster

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