Calculus MTH 250 Lecture 9 Previous Lectures Summary
- Slides: 33
Calculus (MTH 250) Lecture 9
Previous Lecture’s Summary • Tangent lines: Recalls • Introduction to derivatives • Derivatives as rate of change • Differentiability and continuity • Non-differentiable functions • Useful derivatives
Today’s Lecture • Derivatives: Recall. • Derivatives of exponential functions • Rules of differentiation • Differentiation of trigonometric function • Summary of differentiation rules
Derivatives: Recall
Derivatives: Recall
Derivatives: Recalls
Derivative of exponential functions
Derivative of exponential functions
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation Slope is zero at:
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation
Rules of differentiation Example: Solution:
Differentiation of trigonometric functions Trigonometric identities:
Differentiation of trigonometric functions
Differentiation of trigonometric functions
Differentiation of trigonometric functions
Differentiation of trigonometric functions
Differentiation of trigonometric functions
Differentiation of trigonometric functions
Summary of differentiation rules
Summary of differentiation rules
Lecture Summary • Derivatives: Recall. • Derivatives of exponential functions • Rules of differentiation • Differentiation of trigonometric function • Summary of differentiation rules