✅DIVISIÓN DE POLINOMIOS Método de Ruffini | EJEMPLO 2
Welcome to a new Simple Math lesson! In this video tutorial, I'll explain step-by-step how to solve polynomial division using Ruffini's method (also known as Ruffini's rule or synthetic division). In this EXAMPLE 2, we'll solve the following exercise in detail: 📌 (2x³ - 7x + 2) ÷ (x - 2) ⚠️ Pay attention to this important detail! In this problem, the dividend is incomplete, so I'll show you how to fill in the missing term with a zero (0x²) in the Ruffini table to ensure the procedure is completely correct and you don't make mistakes with the signs. Perfect for boosting your grades in algebra! ⏱️ Timestamps 0:00 - Introduction and analysis of the exercise 0:48 - Isolating the divisor and setting up the Ruffini's table 2:14 How to complete and order the polynomial (term 0x²) 2:45 - Step-by-step procedure (multiplications and additions) 5:13 - How to construct the polynomial of the result (Quotient and Remainder) 7:34 - Conclusions and key tips 📚 Master this topic completely with the playlist: 👉 • Curso de División de Polinomios desde Cero 🔔 Don't forget to subscribe to the channel, activate the bell to stay up to date with each lesson, and leave a 'Like' if this video helped you. I'll read your comments! 📲 FOLLOW ME ON SOCIAL MEDIA: For more math tricks, quick exercises, and daily educational content, follow me on TikTok! ➕ TikTok: / simplemath20 #Math #Algebra #Polynomials #Ruffini'sMethod #Ruffini'sRule #SimpleMath #StepByStep
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