Sequences that Diverge to Infinity (Definition) | Real Analysis

Support the production of this course by joining Wrath of Math to access all my Real Analysis videos plus lecture notes at the premium tier!    / @wrathofmath   🛍 Check out the coolest math clothes in the world: https://mathshion.com/ Real Analysis course:    • Real Analysis   Real Analysis exercises:    • Real Analysis Exercises   Get the textbook! https://amzn.to/4lNpyNN Business Inquiries: wrathofmathlessons@gmail.com What does it mean for a sequence to diverge to infinity? In today's lesson we'll be introducing the definition for sequences that diverge to both positive and negative infinity. We'll go over an example of how to prove a sequence diverges to infinity as well! Remember that a divergent sequence is a sequence that does not converge. Some divergent sequences diverge to positive or negative infinity, and some diverge to neither. Lesson on sequences:    • Intro to Sequences | Calculus, Real Analysis   Lesson on limits of convergent sequences:    • Definition of the Limit of a Sequence | Re...   Follow Wrath of Math on... ● Instagram:   / wrathofmathedu   ● Facebook:   / wrathofmath   ● Twitter:   / wrathofmathedu