Show:
CLASSIFICATION
GRAPHING
FACTORING
DIVISION
RATIONAL ROOTS/
100
3 in 3x2-5
What is the leading coefficient?
100
graph rises on the right
What is the right behavior of a polynomial function when the leading coefficient is positive?
100
(x +7) (x2 -7x + 49)
What are the factors of x3 + 73?
100
x + c, where c is a constant
What is the divisor in synthetic division?
100
factors of the constant term divided by factors of the leading coefficient
What is the method for possible rational zeros of a polynomial function?
200
Standard form of a quadratic equation.
What is ax2+ bx + c = 0, where a, b, and c are real numbers and a>0?
200
x4
What is an example of quadratic form of an polynomial function?
200
(x+3)(x-3)
What are the factors of x2-9
200
divisor x quotient + remainder
What is the way to check an division problem?
200
the number of appearances of a zero of a polynomial function
What is the multiplicity of a polynomial functio?
300
7x3-10x3+x3
What is a cubic trinomial?
300
(n-1) where n is the degree of the polynomial
What is the number of turns of the graph of a polynomial function?
300
(x2+9) (x+3) (x-3)
What are the factors of x4 -81?
300
Method for dividing x4-3x3-2x2 by x2 =1.
What is long division?
300
a + bi, a-bi
What complex numbers written in standard form?
400
largest degree of any term of a polynomial
What is the degree of a polynomial?
400
6x in 6x4 -5x3-2x2 +6x -1
What is the linear term?
400
(x-10) (x2+10x+100)
What is the factored form of x3-1000?
400
simplified division which involves writing only the coefficients of each term
What is the synthetic division?
400
states that the expression x-a is a linear factor of a polynomial if and only if a is a zero of the related polynomial function
What is the FACTOR THEOREM?
500
(x-2)3
What is a cubic polynomial?
500
b2-4ac
What is the linear term? What is the discriminant?
500
2 in 2x3 + 2 = 0
What the GCF?
500
(x-2) (x-2)(x-2)(x+5)
What is multiplicity of 3?
500
Graphing, Factor Theorem, Polynomial Division, Remainder Theorem and the Quadratic Formula
What are the combinations of methods which can be used to find all the zeros of a polynomial function?