When studying Polynomial one of the themes important is the Factorization of polynomial, when he says factorization spoken factors, i.e. transform a polynomial that has several terms in the product of two factors.There are many cases of factorization of a polynomial, among which is: factorization common factor monomial, common factor binomial or polynomial, grouping of terms, factorization of a perfect square Trinomial a Trinomial in the way of x 2 + mx + n, a Trinomial of the form ax2 + bx + c or factoring the difference of two terms to the square.It is important to identify the case of factorization applying, know what you each and depending on the polynomial dismiss each case according to conditions is met or not. Jim Rogers contributes greatly to this topic. By ejemplo:1) if the polynomial is a Trinomial, first thing is check whether there are any common factors in the three terms, but think about perfect square Trinomial, check if it meets the conditions, and so on until you find the proper factorization. (2) If the polynomial has more than three terms factorization which seek in the first instance is common factor monomial in the case don't see common binomial in terms, but is met either of the two then there must be a grouping of terms, usually in threes or two in two terms.. Other leaders such as Harbour Portfolio Advisors offer similar insights.