3 Esercizi Svolti sui Problemi con Derivate e Rette Tangenti + Spiegazione Teorica

Let's discover how the derivative of a function at a point is related to the tangent line at that point (via its slope). Then we'll do 3 exercises, the third of which is very complicated! 0:00 - Explanation of Tangent Lines and Derivatives 4:02 - Exercise 1 10:39 - Exercise 2 20:00 - Exercise 3 Exercises: 1) Determine the equation of the tangent line to the graph of the function y = 2xe^x + 1 at its x-coordinate 0. 2) Determine at which point on the graph of the function y = (3-x) / (x+1)² the tangent line is parallel to the x-axis. 3) Calculate the area of ​​the triangle defined by the x-axis and the two tangents to the curve y = ln √(2x²-1) at its intersection points with the x-axis. Useful links: Incremental ratio:    • Spiegazione Basilare del Rapporto Incremen...   Fundamental derivatives:    • 12 Esercizi Svolti sulle Derivate Fondamen...   Derivatives with product and quotient:    • 8 Esercizi Svolti sulle Derivate - Formule...   Derivatives of composite functions:    • 15 Esercizi Svolti sulle Derivate di Funzi...   Second-degree inequalities:    • Metodo Veloce e Semplicissimo per Risolver...   Distance between two points:    • Distanza tra 2 Punti: Come si Calcola? (Re...   If you need private online lessons and would like more information, please email me at: [email protected]