Domina el Teorema del VALOR MEDIO en 9 minutos

I'll give you a simple explanation of the Mean Value Theorem, or Lagrange's Theorem, by solving a typical high school and university entrance exam problem. šŸŽÆ Follow the complete Theorems series for 2nd year of Baccalaureate šŸ‘‰šŸ¼    • TEOREMASĀ 2ĀŗĀ BACHILLERATOĀ Ā  šŸ“Œ Recommended playlists: šŸŽÆ Derivatives šŸ‘‰šŸ¼    • DERIVADASĀ Ā  šŸŽÆ Applications of Derivatives šŸ‘‰šŸ¼    • APLICACIONESĀ deĀ lasĀ DERIVADASĀ Ā  šŸŽÆ Optimization šŸ‘‰šŸ¼    • OPTIMIZACIƓNĀ Ā  šŸŽÆ Integrals šŸ‘‰šŸ¼    • INTEGRALESĀ [DesdeĀ CERO]Ā Ā  šŸ“š My 2 published books: šŸ“— Master Derivatives with my book šŸ‘‰šŸ¼ https://amzn.to/3XMuARk [šŸ“¦ With worldwide shipping!] šŸŒ] šŸ“˜ Pass Technology with my book šŸ‘‰šŸ¼ https://amzn.to/41KlyvU ā° INDEX ā° • [00:00] Introduction • [00:17] Easy Explanation of the Mean Value Theorem or Lagrange Theorem • [03:11] Typical Solved Exam Exercise • [03:45] Step 1. Study the continuity and differentiability on the interval • [04:32] Step 2. Calculate the derivative of the function • [04:52] Step 3. Calculate f(a) and f(b) • [05:30] Step 4. Substitute into the formula • [06:39] Step 5. Calculate the value(s) of c