StudyPath

MAT 323 Real Analysis Ii

NCE3 levelSciences10 topics

MAT 323 covers 10 topics. StudyPath paces them into daily study sessions that finish before your exam date, with practice questions and worked answers for each one.

Study MAT 323 on StudyPath

Free for every student. No card.

Course outline

The topics this course covers, in teaching order.

  1. Anti-derivative (Integration)
  2. Definition of Riemann integral
  3. Properties of Integrals and basic theorems (proof of the fundamental theorems of calculus
  4. Multiple Integration; elementary treatment of the Fubinis theorem in the plane
  5. Series and sequences
  6. Proof of boundedness; comparison, ratio and root test may be required
  7. Absolute and conditional convergence
  8. Radius of convergence
  9. Power series
  10. Uniform convergence

A sample from this course

One topic, as StudyPath teaches it.

Anti-derivative (Integration)

Anti-derivatives, or indefinite integrals, are functions whose derivatives give a specified function. For exam purposes, you must master the definition, basic integration rules, the role of the constant of integration, and standard methods for finding anti-derivatives of common algebraic, exponential, and trigonometric functions.

What you get for MAT 323

Course outlinesBrowse the full catalogue by course code
›
About StudyPathWhat StudyPath is, and what it costs
›
Contact & supportQuestions, problems, anything at all
›