Describe the polynomials & its types on a chart.
Answers
Answer:
In simple terms, polynomials are expressions comprising a sum of terms, where each term holding a variable or variables is elevated to a power and further multiplied by a coefficient. Amusingly, the simplest polynomials hold one variable.
Step-by-step explanation:
Types of Polynomial Equation-
Zero Polynomial: Whenever in a given polynomial every coefficient value stays zero, then it is called as a zero polynomial. For example: 0 + 04 – 0
Monomial: It is an algebraic expression that contains only one term and is called as Monomial. In a simplistic form, it can be called as an expression that contains any count of like terms. For example: 2x, 4t, 21x2y, 9pq etc. Each of these expressions is monomial since they contain only one term.
Binomial: It is an algebraic expression which comprises of two, unlike terms. For example, 3x + 4x2 is binomial since it contains two unlike terms, that is, 3x and 4x2. Also, 10pq + 13p2q is also a Binomial. This is because it comprises two unlike terms, namely, 10pq and 13p2q.
Trinomial: It is an algebraic expression that comprises three, unlike terms. For example- 3x + 5x2 – 6x3 is an active Trinomial. It is due to the presence of three, unlike terms, namely, 3x, 5x2 and 6x3. Also, 12pq + 4x2 – 10 is a trinomial, since it has three unlike terms- 12pq, 4x2 and 10.
