Quadratic/completing the sqaure
Polynomials
Radian/ degree
Cramer’s Rule
100

What is the first step for solving an equation using the quadratic formula? 

Making sure the equation is in standard form, which means it should be equal to 0

100

Subtract (a3 -2a2) - (3a2 -4a3)

5a3 -5a2

100

Convert 240to radians 

4 pi/ 3 

100

-2x -5y +4z = 21

-5x -5y +z = 21

-4y -4z = 8

(-1, -3, 1)

200

x2 + 11x - 42 = 0 ? 

X = 3 or x= -14

200

Subtract  (3a2 +1)−(4+2a2)

a2-3

200

Convert 315to radians 

7 pi/ 4

200

5x +y -4z = -4

-3y - 6z= -21

-x -y -z = -6

(5, -5, 6) 

300

3x2 + 8x - 91 = 0 ? 

X = -7 or x = 13/3

300

Subtract (3x4 −3x)−(3x−3x4)

6x4-6x

300

Convert 19 pi/ 4 to degrees

855

300

-4x -6z = -12

-6x - 4y -2z = 6

-x +2y +z = 9

(-3,1,4)

400

X2 - 8x + 13 =0? 

X = 4 +/- radical 3 

400

Add (9r3 +5r2 +11r)+(−2r3 +9r−8r2)

7r-3r2 +20r

400

Convert pi/4 to degrees

450

400

4x -4y +2z = -14

4x +2y = 14

-3y + z = -10

No solution 

500

X2 -6x -15=0?

X= 3 +/- 2 radical 6

500

Add (13n2+11n−2n4)+(−13n2 −3n−6n4)

-8n+8n

500

Convert -31pi/ 18 to degrees

-3100

500

X -3y + z = -7

-4x -6z = 4

2x +3y +2z = 4

( -1,2,0)