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WorksheetsPolynomial Test Review
Total questions: 25
Worksheet time: 50mins
Classify by number of terms:
3x3 – 6x
Monomial
Binomial
Trinomial
6-Term Polynomial
Classify by degree of polynomial:
2x – 9
Binomial
Linear
Quadratic
Trinomial
12
Classify by number of terms:
7x3 – 8x2 -4x+ 9
Monomial
Binomial
Trinomial
Quadrinomial
Which polynomial is in standard form?
2 + x + 4
x4 + x7
2 + x2 + 3x
2x3 + 3x2 + x + 4
Name the polynomial x3+ 5
(degree and number of terms)
(a)
The sum of the exponents on the variables in a term determines the ______________ .
greatest common factor
coefficient of the term
degree of the polynomial
degree of the term
Perform the indicated operation . Write answer in descending order ( 3x2 - 8x + 7 ) + ( 8x2 + 9x - 16 )
11x4 + x2 - 9
11x2 - x - 9
11x2 -17x - 11
11x2 + x - 9
Perform the indicated operation.
Write answer in descending order.
( 17x - 8 ) - ( 9x - 27 )
8x - 35
8x + 35
8x + 19
8x - 19
Perform the indicated operation.
Write answer in descending order.
( 18x2 - 13x - 8 ) - ( -7x2 - 9x - 17 )
9x2 - 22x - 25
25x2 - 4x + 9
25x2 - 22x + 9
25x2 - 4x - 25
What kind of polynomial is x10+x−5−10 ?
Monomial
Trinomial
Not a Polynomial
Binomial
9x2 + 5x + 27 + 2x3
2x(−2x−3) Find the product
-4x - 3
x2 - 3
-4x2 - 6x
-4x - 6
When factoring the first step is
Look for GCF
Multiply ac
check for factors that add to c
look for special case you can apply
−6x2+18x+420
−6(x+35)(x−2)
−6(x+7)(x−10)
−6(x+10)(x−7)
Not Factorable (Prime)
Factor completely
x4+5x2−14
when writing your answer: No spaces; ^ before exponent, all lower case.
(a)
x3−64 is a
Perfect cube
Difference of cubes
Difference of squares
Sum of cubes
Prime Polynomial
Factor Completely
x3−64
(x−4)(3x2+4x+16)
(x+6)(x2+3x+17)
(x−4)(x2+4x+16)
(x+4)(x2−4x+16)
Prime Polynomial
Factor completely
(x+1)(x2−5)
(x+2)(x2−5)
(x+2)(x2+4)
x(x2−5)
(x−2)(x2+5)
Factor completely (check each factor)
(x−1)
(3x−5)
−9x
(3x+5)
(9x+25)
A factor is one component of a (a)
the pattern for a sum or difference of cubes is (a)
To solve by factoring set each ______ = _______ and ________ for the variable. (separate each answer with commas (,)use words not numbers)
(a)
