Permutations and Combinations
Degree and Evaluation of Polynomials
Adding and Subtracting Polynomials
Multiplying and Dividing Polynomials
Multiplying Binomials
100
Evaluate the factorial: 3!
6
100
Find the degree of the polynomial: df + gh + dh
2
100
Simplify the expression. (5c - 7) + (9c - 4)
14c - 11
100
Find the product. 3x(5x + 6)
15x(squared) + 18x
100
Find the product. (3n + 2) (n + 3)
3n(squared) + 11n + 6
200
Evaluate the factorial: 6!
720
200
Find the degree of the polynomial: mn + m(squared)n(squared)
4
200
Simplify the expression. (7d - 8) + (3 - 9d)
-2d - 5
200
Find the product. (t - 4)5t(squared)
5t(cubed) - 20t(squared)
200
Find the product. (8b - 1) (5b - 5)
40b(squared) - 45b + 5
300
Find the permutation. Total 5 Choose 4
120
300
Evaluate the polynomial when a=2 and b=-3 a(squared) - ab(cubed) + 1
59
300
Simplify the expression. (2h - 4) - (9h - 3)
-11h - 1
300
Find the product. x(squared)(xy + x - 8y)
x(cubed)y + x(cubed) - 8x(squared)y
300
Find the product. (x - 4) (x - 7)
x(squared) - 11x + 28
400
Find the permutation: Total 7 Choose 2
42
400
Evaluate the polynomial when a = 2 and b = -3 5a(squared) + 4b(cubed)
-88
400
Simplify the expression. (2h - 4) - (9h + 3)
-7h - 7
400
Find the quotient. (9x(squared) - 15x + 6) divided by -3
-3x(squared) +5x - 2
400
Find the product. (5v + 4) (3v - 6)
15v(squared) - 18v - 24
500
Find the number of combinations: Total 4 Choose 1
4
500
What is standard form for the following polynomial? 3x - 5x(squared) + 4 - 6x + 9x(squared)
4x(squared) - 3x +4
500
Simplify the expression. (5c + 7) - (9c - 4)
-4c + 11
500
Find the quotient. (35x(cubed) + 5x(squared) - 25x) divided by 5x
7x(squared) + x - 5
500
Find the product. (3p + 3) (3p + 2)
9p(squared) + 15p + 6
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