brief revision of basic trigonometry
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Brief notes on Fixed Point Interation
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Brief revision of basic differentiation
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Linear & Quadratic Approximations
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Newton-Raphson Method
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Elementary Examples of Polynomial Approximations
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Defn. examples and graphs of composite functions
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Differentation of inverse functions
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Basic properties of exp, logarithmic functions
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Plotting surfaces & contours
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Limits for f(x,y)
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Basic properties of functions
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Second order partial derivatives
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Defn & basic properties of hyperbolic functions
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Basic implicit differentiation
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Volumes of revolution etc.
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Discussion of the integral of 1/x
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Elementary integration by parts
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Integrating rational functions
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reduction formulae
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Revision of basic integration
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Elementary integration by substitution
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Special substitutions for integration
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Basic properties of inverse functions and graphs
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Discussion of inverse trig functions
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Leibniz Theorem for differentiating a product
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Techniques for calculating limits
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Intuitive discussion of limits
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technique of logarithmic differentiation
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Introduction to partial differentiation
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Using the chain rule for partial differentiation
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Technique of parametric differentiation
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An example on polynomial division
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Deriving Taylor polynomials
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using and applying Taylor's Theorem with remainder
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Finding equation of tangent plane
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NotesIndex.txt
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