Calculus MTH 250 Lecture 22 Previous Lectures Summary
- Slides: 37
Calculus (MTH 250) Lecture 22
Previous Lecture’s Summary • Improper integrals • Introduction to vectors • Dot product of vectors • Cross product of vectors
Today’s Lecture • Recalls • Direction cosines • Scalar triple product • Parametric equations of lines • Vector equations of planes • Vector-valued functions • Limits, continuity & differentiability • Integration
Recalls
Recalls
Recalls
Recalls
Recalls
Recalls
Recalls
Direction Cosines
Scalar triple product
Parametric equations of lines
Parametric equations of lines
Parametric equations of lines
Parametric equations of lines
Vector equations of lines
Vector equations of lines
Vector equations of planes
Vector equations of planes
Vector equations of planes
Vector equations of planes
Vector-valued functions
Vector-valued functions
Vector-valued functions
Limits, continuity & differentiability
Limits, continuity & differentiability Theorem:
Limits, continuity & differentiability Definition:
Limits, continuity & differentiability
Limits, continuity & differentiability
Limits, continuity & differentiability
Limits, continuity & differentiability
Limits, continuity & differentiability
Limits, continuity & differentiability
Integration
Integration
Lecture Summary • Recalls • Direction cosines • Scalar triple product • Parametric equations of lines • Vector equations of planes • Vector-valued functions • Limits, continuity & differentiability • Integration