Overview
Differentiation - Slope of a Tangent Integration - Area Under a Line
Pre-reqs
Distance Between Points Slope Between Points Equation for Lines Angles Functions and Graphs of Functions
Intro
Tangents Derivatives Formulas & Notation Rules More on Derivatives Symbols & Notation
Derivatives
Chain Rule Part 1 Chain Rule Part 2 Parametric Equations X-axis intersect of a Tangent Linear Approximations Approximation Accuracy Implicit Differentiation Logarithmic Differentiation
Graphs & Curves
Maximums and Minimums Rolle's Theorem Mean Value Theorem Shaping of a Function Shaping a Curve
Examples
Sketch a Tangent Power Rule More Rules for Derivatives Power-Rule-Functions Chain Rule Higher Derivatives Linear Approximations Trigonometric Derivatives Sketching a Curve

Linear Approximation Examples

Equation of a Tangents and Linear Approximation

part 1 of the solution to using linear approximation to evaluate on a tangent line of a function

part 2 of the solution to using linear approximation to evaluate on a tangent line of a function

part 3 of the solution to using linear approximation to evaluate on a tangent line of a function

Equation of a Tangent and Linear Approximation

part 1 of the solution to calculating the equation of a tangent line to function, f(x)=2x^4 and then using linear approximation using points T(0.99) and T(1.09)

part 2 of the solution to calculating the equation of a tangent line to function, f(x)=2x^4 and then using linear approximation using points T(0.99) and T(1.09)

View Related Explanations and Guidance

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