What are Polynomials General representation of polynomial: F(x) = an Xn + an-1Xn-1 + an-2Xn-1……………. + a1X + a0 Where n= positive number a=real numbers The highest value of exponents is called degree of polynomial. a0, a1, a2… are called as co-efficient. Let us see internet solving polynomials in this article. What is Polynomial Polynomial : Know More About Complex Numbers Worksheet
The form of an monomial is expression is a(xn) where n is non-negative integer. The variable ‘a’ is called as coefficient of xn and n is the degree of the monomial. Based on the n value monomial is called as monomial (when n=1), two degree polynomial (when n=2) and three degree polynomial (when n=3). Example: Monomial = x2 Binomial =3x2+2x Trinomial =5x4+3x2+8 Zero polynomial = all the coefficient of polynomial is zero called as zero polynomial We can do the following operations in internet solving polynomials Addition of polynomials Subtraction of polynomials Multiplication of polynomials Types of Polynomials Learn More Compound Inequalities Worksheet
Linear polynomials Quadratic polynomials Cubic polynomials Bi-quadratic polynomials Internet solving polynomials: The following sums are the example for internet solving polynomial Polynomial Examples Below are some examples on polynomials Example 1: Add the following two polynomials 5x3+3x2+2x+1 and 6x2+3x+2 Solution: Given: 5x3+3x2+2x+1 and 6x2+3x+2 Addition of two polynomials = (5x3+3x2+2x+1) + (6x2+3x+2) = 5x3+3x2+2x+1
Definition Independent Variable In this page we are going to discuss about independent variable. Below you can see how we define independent variable. Independent variable definition In an algebraic equation, independent variable means a variable whose values are Independent of changes. In the values of other variables. If y is dependent variable then x is said to be independent variables. For example, take x and y are two variable in the given algebraic equation. Here every value of x is definitely connected with any other value of y, then y value is said to be function of x value is called as an independent variable and y value is called as a “dependent� variable. y values are depending upon the values of x values. Therefore, y = x2 It means y is a dependent variable, Is the square of x value is independent variable.
What is an Independent variable ? In a word, Independent variable means a variable whose it determine the values of other variables. Examples of Independent VariableBack to Top Below are the examples on Independent Variable Example 1 : Solve the equation 5x+4y +8 =0 Fine the coordinate of vertexes of lines and the x axis in the polynomial. Solution: Given 5x+4y +8 =0 Substitute x = 0 in the given equation we get, 5(0) +4y +8=0 4y+8=0 Subtract 8 on both sides we get , Read More About Decimal to Fraction Worksheet
4y + 8 - 8 = 0 - 8 4y = -8 Divide 4 on both sides we get y value, y = -2 Therefore the point is (0, -2) Now,plug-in x = 1 in the given equation,
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