solving quadratic equations by factoring
complete the square
matrix operations
rewriting equations and formulas
adding, subtracting, and multiplying polynomials
100

solve:

3x2-16x-12

(x-6) and (3x+2)

100

x2+10x+8=0

x=-5+17

100

log4(x-4)+log4(x-10)=2

x=12

100

y-x=1

x=y-1

100

4x2(x3-x+3)

4x5-4x3+12x2

200

solve:

2x2+38x=-176

x=-11 and x=-8

200

x2-6x-16=0

x=3+5 

x=8

x=-2

200

log2(x-5)=3

x=13

200

2y+x=-8

x=-2y-8

200

(-3x2-2)-(-x2+7)

-2x2-9

300

solve:

3x2-9x-30=0

x=-5  and x=-2

300

x2+7x+15=0

x=-7/2+ 11/2i

300

log3(x+1)=2

x=8

300

y-5=-15

y=-10

300

7m4(2m3-4m2+3m-5)

14m7-28m6+21m5-25m4

400

solve:

x2+2x+25=11x+5

x=5  or x=4

400

x24x+5=0

x=2+i or x=2-i

400

log2(3x-8)=2

x=11

400

16=4x+8y

y==1/2x+2

400

(x-3)(4x2+5x-6)

4x3-7x2-21x+18

500
solve:

4x2+5x-6

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

500

2x2-8x-3=0

x-2= 22/2

500

log(x+2)+log(x-1)=1

x=-4,2

500

2y-3x=y+6

y=3x+6

500

(x2-4x-10)+(x2-9x+3)

2x2-13x-7