Add / Sub / Multiply Polynomials
Factor / Solve Quadratics by Factoring
Discriminant / Quadratic Formula
Rational Expressions #1
Rational Expressions #2
100
(4x2 +x3)+(5x3 −3x2)
What is 6x3 + x2
100
Factor: k2 −6k+5
What is (k−5)(k−1)
100
Find the discriminant of each quadratic equation then state the number and type of solutions: −3x2 −6x−3=0
What is 0; one real solution
100
(x-5)*(x-5) / (x2 + 9x + 20)
What is (x-5) / (x+4)
100
(r2 + 12r + 36) / (r2 + 14r + 48)
What is (r + 6) / (r + 8)
200
(4r2 +5)−(r2 −1)
What is 3r2 + 6
200
n2 +12n+32
What is (n+4)(n+8)
200
Find the discriminant of each quadratic equation then state the number and type of solutions: n2 +6n−7=0
What is 64; two real solutions
200
(n2 + n – 6) / (2n + 6) • (2) / (2n + 2)
What is (n - 2) / (n + 2)
200
(n2 + 13n + 42) / (8) • (1) / (n + 6)
What is (n + 7) / (8)
300
(5x2 + 5x4 )+ (5x2 + 3x4 )
What is 8x4 + 10x2
300
Solve by factoring: x2 −3x−18=0
What is {−3,6}
300
Solve by using the Quadratic Formula: m2 +2m−3=0
What is {1, −3}
300
(1) / (p - 5) ÷ (p - 6) / (p2 - 8p + 12)
What is (p - 2) / (p - 5)
300
(1) / (m + 6) ÷ (m - 6) / (m2 + 8m + 12)
What is (m + 2) / (m - 6)
400
Simplify: (5m3 − 3m4)− (4m4 − 2m3)
What is −7m4 + 7m3
400
Solve by Factoring: x2 +2x−24=0
What is {4, −6}
400
Solve by using the Quadratic Formula: 2n2 +2n−12=0
What is {2, −3}
400
(3) / (8n) + (n + 4) / (n + 1)
What is (8n2 + 35n + 3) / (8n) • (n + 1)
400
1/2 – 1/x
What is (x - 2) / (2x)
500
(4m+5)(3m−4)
What is 12m2 −m−20
500
(4) / (b - 6) – (3b + 6) / (3b)
What is (-b2 + 8b + 12) / (b) • (b - 6)
500
(x - 4) / (2x + 10) + (x - 2) / (2x + 10)
What is (x - 3) / (x + 5)
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