What is Polynomial Formula?
The standard form of a polynomia is called the polynomial formula. It consists of a combination of algebraic expressions arranging in ascending/descending order of powers.
Polynomial Formula
The General Formula of Polynomial is :
axn + bxn-1 + cxn-2 +…+ px + q
Where,
- a, b, c, …, p and q are coefficients,
- x is the variable,
- n is the degree of the polynomial.
The above formula can be easily arranged in the following manner:
f(x) = an(xn)
Where,
- a is the coefficient,
- x is the variable,
- n is the exponent.
Some other important polynomial formula are :
- f(x) = anxn + an-1xn-1 + an-2xn-2 + … + a1x +a0
- f(x) = anxn + … + px + q
Quadratic Equation Formula
The standard form of Quadratic Equation is given by :
ax2+ bx + c = 0
Cubic Equation Formula
The standard form of Cubic Equation is given by :
ax3 + bx2+ cx + d = 0
Polynomial Formula
Polynomial Formula gives the standard form of polynomial expressions. It specifies the arrangement of algebraic expressions according to their increasing or decreasing power of variables.
Let’s learn about various polynomial formulas and identities in detail.
Table of Content
- What is Polynomial?
- Types of Polynomial
- What is Polynomial Formula?
- Polynomial Formula
- Quadratic Equation Formula
- Cubic Equation Formula
- Polynomial Identities
- Applications of Polynomial Formula
- Solved Examples
- FAQs