What are Vertical Asymptote, Horizontal Asymptote, Holes, and Dicontinuity and How to Identify Them

Master Rational Functions: Asymptotes & Discontinuities Explained! 🚀📈 Ever wondered how to identify vertical asymptotes, horizontal asymptotes, and discontinuities in a rational function? 🤔 These key concepts are essential in algebra and calculus, and we’re breaking them down in the easiest way possible! What You’ll Learn in This Video: ✅ How to find vertical asymptotes by analyzing the denominator ✅ How to determine horizontal asymptotes using degree comparison ✅ How to spot removable and non-removable discontinuities ✅ Step-by-step examples to make everything crystal clear! Key Takeaways: 🔹 Vertical Asymptotes (VAs): Occur where the denominator equals zero (but the numerator is nonzero). 🔹 Horizontal Asymptotes (HAs): Depend on the degrees of the numerator and denominator. 🔹 Discontinuities: A function is discontinuous where there are holes or asymptotes. We’ll go through real problems step by step to help you fully understand these concepts! Plus, stick around until the end for a fun quiz to test your skills! 💡 🔥 Don’t forget to LIKE, SUBSCRIBE, and hit the 🔔 bell for more easy math lessons! Got questions? Drop a comment below—I’d love to help! #MathMadeEasy #RationalFunctions #AsymptotesExplained #MathSimplified