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Long/Synthetic Division
Degree/Taking Square Roots
Imaginary Unit (i)
Quadratic Formula
Binomial Theorem/Pascal Triangle
100
x^(2)+7x+12-:x+3
What is x + 4
100
X^4y
What is the degree of 4
100
(16 + 17i) + (-8 - 12i)
What is 8 - 5i
100

Quadratic formula

What is x = -b + sqrt(b2 -4ac)/2a

100
An number that is always at the beginning and end of each Pascal Triangle
What is 1
200
15x^(2)+26x+18-:5x+2
What is 3x + 4
200
2x^2+y
What is the degree of 2
200
(6 - 5i) (3 - 10i)
What is -32 - 75i
200
use quadratic formula to solve x^2 - 3x -4 =0
what is three plus or minus the square root of 25 divided by two.
200
expand the binomial form: (2x - 1)^3
What is 8x^3 - 12x^2 + 6x - 1
300
x^(3)-4x^(2)-x+6-:x-5
What is x^(2)+x+4 r=26x
300
6xy^7 +3x^3y
What is the degree is 7
300
(4 + 5i) - (14 - i)
What is -10 + 6i
300

Discriminant

What is sqrt(b2 - 4ac)

300
The third term of the binomial expanded form: (2x + 5)^3
What is 150x
400

2x^(3)+10-14x-:x+3

What is 2x^(2)-6x+4 r=-2

400
-x^2 + 36 = 0
What is x = 6
400
(5 + 2i) - (5 -2i)
What is 4i
400

The number of roots if the discriminant is 0.

What is one real root.

400
Do Pascal Triangle/ Binomial Theorem to this binomial: (x - 3 )^4
What is x^4 - 12x^3 + 54x^2 - 108x + 81
500
2x^2 + 98 = 0
What is x = 7
500
(8 + 15i) (11 + i)
What is 73 +173i
500

The number of roots if the discriminant is >0.

What is 2 real roots.

500
(x + 2y)^3
What is x^3 + 6x^2y +12xy^2 + 8y^3