Different Forms
converting factored and standard form
Factoring when a>1
Solving
Factoring when a=1
100

Which form helps find the x intercepts most effiecently?

Factored form

100
convert (x+7)(x-3) into standard form

x2+4x-21

100

Factor x2+9

Not factorable

100

Solve x2+121

Unsolvable

100

 Factor: 6x2+3x

3x(2x+1)

200

rewrite in standard form y= -(x-4)+8? 

 -x2+8x-8

200

convert (5x+2)(2x-4) into standard form and identify the y intercept

10x2-16x-8, y intercept=-8

200

Factor: x2+8x+16

(x+4)(x+4) OR (x+4)2

200

Solve 2x2+4x+2

x=-1

200

Factor 2x2+10x+8

(x+4)(2x+2)

300

Find the X intercepts: (2x + 3)(3x + 4)

(-2,0)(2,0)

300

convert (x-9)(x+4) into standard form

x2-5x-36

300
Factor x2-6x-27

(x-9)(x+3)

300

solve -2x2=4x

x=-2

300

convert from vertex to standard form: -1(x-3)2+4

-x2+6x-5

400

Convert to standard form (x-3)(4x+7)

4x2-5x-21

400

Convert (4x-8)(3x+7) into standard form

12x2+4x-56

400

Factor 2x2+4x+6

2(x2+2x+3)

400

Solve 6x2-3x

x=0.5
400

Factor 4x2-2x-12

(2x-4)(2x+3)

500

Convert to standard form (3x-7)(x-6)

3x2-25x+42

500

convert (4x-16)(3x-12) into standard form

12x2-96x+192

500

Factor 15x2+2x-8

(5x+4)(3x-2)

500

SOLVE: x2-9x+10=32

X=-2 x=11

500

Factor: 30x2+31x+5

(6x+5)(5x+1)