← Unit 4 - Integrals 3. Introduction to Sigma Notation Use sigma notation to represent and evaluate finite sums compactly. Translate between expanded sums and summation notation in preparation for writing Riemann sums.
Jump to topic: 1. Rectangular Approximations 2. Trapezoidal Approximations 3. Introduction to Sigma Notation 4. Converting a Rectangular Approximation into Exact Area 5. Evaluating Definite Integrals with a Limit and Summation 6. Integrals Using Geometry 7. Fundamental Theorem of Calculus and Integral Rules 8. Basic Integrals 9. U-Substitution Integrals 10. Integrals Resulting in Natural Log 11. Mean Value Theorem for Integrals Comprehensive Review
Lecture Video Introduction to Sigma Notation
BatchMath™