Solving Equations
Solving Inequalities
Solving Equations by Substitution
Transformations of Quadratics
Quadratic Formula
100

Solve the equation

12x=120

X=10

100

Solve the inequality 

3x+2<-4

X<-2

100

Solve the equation by Substitution

Y=-2x-9

6x-5y=-19

(-4,-1)

100

Translated 2 units right

Y=(x-2)2

100

Solve the equation 

x2-5x-36=0

X={-4,9}

200

Solve the equation

(4)p/4=9(4)

P=36

200

Solve the inequality 

x/6+2>-1


X>-18

200

Solve the equation by Substitution

-x+y=3

3x+y=-1

(-1,2)

200

Translated 3 units left and 4 units down

Y=(x+3)2-4

200

Solve the equation

2x2+7x+3=12

x={-9/2,1}

300

Solve the equation

7-3n=34

n=-9

300

Solve the inequality 

-7x+8<1


X>1

300

Solve the equation by Substitution

3x+2y=9

y=-3/2x+1

No solution

300

Translated 5 units up

Y=x2+5

300

Solve the equation

3x2-12=0

X={-2,2}

400

Solve the equation

2(x-1)+3x=3

X=1

400

Solve the inequality 

X/-8-5>-1

X<-32

400

Solve the equation by Substitution

X+y=-1

y=X+5

(-3,2)

400

Translated 7 units right and 4 units up

Y=(x-7)2+4

400

Solve the equation

-x2-10x-21=0

X={-7,-3}

500

Solve the equation

6x-2(X-5)=46

X=9

500

Solve the inequality 

2x-5<1

X<3

500

Solve the equation by Substitution

5x-3y=2

y=5/3x-4

No solution

500

Reflected over x-axis then translated 3 units down

Y=-x2-3

500

Solve the equation

4x2+9x=12x

X={0,3/4}

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