Master Infinite Series Convergence Tests - Calculus 2 AP BC

Course Description: Infinite Series Mastery - Convergence Tests for Calculus 2Infinite series is where many Calculus 2 students hit the wall - not because the material is impossible, but because no one ever shows them a clear, repeatable way to choose the right convergence test. This course changes that. You'll master every major convergence test with the exact decision-making process I've used to teach tens of thousands of students - from AP Calculus BC classes to advanced university courses.

No fluff, no overproduced slides - just straightforward whiteboard instruction and the unique techniques that made me the #1 ranked professor in Nevada on Rate My Professors for nine straight years and earned Woody Calculus a 5-star Google rating. You'll learn how to confidently apply:The Test for Divergence (TFD)The p-Test for power seriesGeometric Series (including closed-form sums)Direct & Limit Comparison Tests (DCT & LCT)Ratio & Root Tests (perfect for factorials and exponentials)Integral Test (linking series to improper integrals)Alternating Series Test (AST)Conditional vs. Absolute ConvergenceTelescoping SeriesMixed Sample Problems and StrategyThis course isn't about memorizing formulas - it's about building intuition, spotting growth patterns, and knowing exactly which test to use and why.

Every example is worked step-by-step, reinforcing the basics until they become second nature. What you'll get:Proven problem-solving strategies refined over 25+ years of university teachingDownloadable PDF notes for every lessonFully worked practice problemsA system for instantly recognizing the right test on any exam questionReal explanations that actually make sense - not just textbook jargonWhether you're learning this for the first time or coming back for a confidence boost before the exam, this is the Infinite Series course you wish you had from day one. These problems are based on the course curriculum for Colorado State University (CSU) and the University of Nevada (UNR).