Metodo di bisezione per la ricerca approssimata di soluzioni

Hi guys! In today's live session, we're talking about the bisection method! It's an iterative numerical method that allows you to determine the approximate solution of an equation, especially useful when the algebraic method doesn't allow us to determine the exact solution but we can find it through the graphical method. In this lesson, I'll explain everything in detail and give a practical example! Make sure you take notes because it's one of those methods you need to know when you need it, such as when studying a function! It often happens during final exams! I've reserved a free lesson on solving equations graphically, which you can find exclusively at the link here: http://www.matematicaconbarbara.it Watch how to solve transcendental inequalities in this video:    • Disequazioni trascendenti risolte per via ...   Watch all my courses here ❗👇🏻 http://www.matematicaconbarbara.it Have a question? Join the public Telegram chat❗👇🏻 https://t.me/+X_x8s2frQdNkMDM8 You can find all my videos on the "Il prof che ci piace" website at this link ❗👇🏻 https://ilprofchecipiace.com/corso-di... The bisection method is an iterative method, meaning it's based on an algorithm that allows us to find the approximate solution in a series of steps. The more times the algorithm is repeated, the more accurate the solution will be. The solution found will clearly not be exact; an approximation error occurs, but this error decreases as the algorithm is repeated.