Glencoe Algebra 1 Solutions Chapter 8 Polynomials Glencoe Mathematics Algebra 1 Answer KeyGlencoe Algebra 1 Solutions Chapter 8 PolynomialsAnswer 1PT.Answer 1STP.Answer 1VC.Answer 2PT.Answer 2STP.Answer 2VC.Answer 3PT.Answer 3STP.Answer 3VC.Answer 4PT.Answer 4STP.Answer 4VC.Answer 5PT.Answer 5STP.Answer … [Read more...] about Glencoe Algebra 1 Solutions Chapter 8 Polynomials

# Polynomials

## Zeros Of A Polynomial Function

Zeros Of A Polynomial Function If for x = a, the value of the polynomial p(x) is 0 i.e., p(a) = 0; then x = a is a zero of the polynomial p(x).For Example: (i) For polynomial p(x) = x – 2; p(2) = 2 – 2 = 0 ∴ x = 2 or simply 2 is a zero of the polynomial p(x) = x – 2. (ii) For the polynomial g(u) = u2 – 5u + 6; g(3) = (3)2 – 5 × 3 + 6 = 9 – 15 + 6 = 0 ∴ 3 is a zero of … [Read more...] about Zeros Of A Polynomial Function

## Types Of Polynomials

Types Of Polynomials (i) Based on degree : If degree of polynomial isExamples1. One Linear x + 3, y – x + 2, √3x –32. Two Quadratic 2x2 –7, , x2 +1+ 3y3. Three Cubic x3 + 3x2 –7x+8, 2x2+5x3+7,4. Four bi-quadratic x4 + y4 + 2x2y2, x4 + 3,…(ii) Based on Terms : If number of terms in polynomial … [Read more...] about Types Of Polynomials

## Subtracting Polynomials

Subtracting Polynomials Subtract like terms by changing the signs of the terms being subtracted, and following the rules for adding polynomials.Below are several different ways to attack this example:Example 1: Subtract (2x2 + 4x - 6) from (x2 - 4) Solution: Horizontal Method: Notice the order of this subtraction. Just as is done when subtracting signed numbers, … [Read more...] about Subtracting Polynomials

## Algebraic Expression

Algebraic Expression https://www.youtube.com/watch?v=X7LMvlboXW4Any combination of literal numbers or variables and numbers (numerals) connected by +, –, × or ÷ signs is called an algebraic expression. For example, 5, 6x, a + b × c, 4 × m + n, x – y ÷ z are algebraic expressions. The perimeter P of a triangle whose sides are a, b and c is given by P = a + b + c, area of … [Read more...] about Algebraic Expression