Equazioni di Grado Superiore al Secondo - Esercizi Svolti

Some classic exercises on equations of degree higher than two. As we'll see, when solving this type of polynomial equation, a total concentration, a partial concentration, or even Ruffini factorization can be useful. In many simple situations, in fact, we try, if possible, to reduce the equation to be solved to equations of lower degree. It's important to note that the techniques discussed in this and the previous video only cover the simplest cases typically encountered in high school. It's therefore important to be aware that there are equations of degree higher than two for which the techniques discussed above do not provide solutions, and in certain situations, only an approximation of the solutions can be determined. For those who would like to learn more, I recommend: ✔ https://it.wikipedia.org/wiki/Calcolo... You can find many other videos on monomials, polynomials, and equations here: ✔    • Monomi : Introduzione e Operazioni   Follow me on Facebook & Instagram, it's the cool thing to do these days ;) ✔   / lessthan3math   ✔   / elia.bombardelli   Polynomial Factoring with Ruffini ✔    • Scomposizione di Polinomi con Ruffini   Information on the video lessons and a complete list ✔ https://goo.gl/zq67Eo The equipment I use to create the videos ✔ http://amzn.to/2y73tlW Subscribe to the channel, lots more videos coming soon. ✔ http://goo.gl/PH8ZF1 It's a good investment ;) __________________________________________________________ Thank you all for the LIKES, SUBSCRIBE, and COMMENTS =) LessThan3Math is my channel's feature, created with the goal of helping as many students as possible. If you find the video lessons useful and want more to be created, you can support the project. Check it out here: ✔ https://goo.gl/JMLRtH ____________________________________________________________ For collaboration proposals or important communications only [email protected] For other communications or requests, please use the Facebook page The background music at the beginning and end of the video comes from http://audiomicro.com/royalty-free-music (Royalty Free Music)