____ is an expression that can have constants, variables, and exponents that can be combined using addition,subtraction,multiplication, and division.
Polynomials
1/√x+3 is a polynomial.
False.
A possible rational root is a real root of a polynomial if its remainder is
__________
Zero (0)
How many are the turning points in the polynomial function
-2x2+ 3x-9?
1
What do you call a 5th degree polynomial?
A.Quintic polynomial
B.Quadratic polynomial
C.Binomial
A.
___ is the simplest polynomial functions expressed in the form of P(x)=x
Power Function
True or False:
2x^3+x^2+5x+6 is a binomial.
False.
In the polynomial 2x3+3x-12, p = -12 while q = _______
2
What is the leading term of 7x4+6x7-5x+7 ?
6x7
What do you call a 4th degree polynomial?
Quartic polynomial
___ is the behavior of the graph at the far left.
End behavior
Rational Root Theorem is used to know the zeros of a polynomial function.
True.
Real roots are placed along the:
a. Y-axis
b. X-axis
X-axis
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
negative

This graph shows the graph of a:
A. 1st degree polynomial
B. 2nd Degree polynomial
C. 3rd Degree polynomial
B.
___is a point on the curve that is higher or lower than all points located.
Turning Points.
The Leading Term Test focuses on the constant of the equation.
False
If a polynomial function has a possible root of:
±(1,2,3,4,6,12), how many are the total possible rational roots?
12
If the coefficient is positive and its degree is odd, the end behavior is?
Rises on the right, and decreases on the left.

This graph shows the graph of a:
A. 1st degree polynomial
B. 2nd Degree polynomial
C. 3rd Degree polynomial
C.
___ is a term in a polynomial which contains the highest power of variable.
Leading Term
A polynomial function of the nth degree cannot have more than n roots.
True
Find the possible Rational Roots of the polynomial
f(x)=x4+4x3+3x2-4x-4
±(1,2,4)
Give the end behavior of the polynomial function:
-x2+2x+4
Decreases on both sides.

This graph shows the graph of a:
A. 1st degree polynomial
B. 2nd Degree polynomial
C. 3rd Degree polynomial
A.