Simple Equations
Exponent Rules
(Unit 7)
Systems of Equations
(Unit 6)
Quadratics
(Unit 9)
Polynomial Operations
(Unit 8)
Factoring
(Unit 8)
Do you know Mrs. Rhea?
100
Solve: 2x + 2 = 18
x = 8
100

Simplify (x2)(x5)

x7

100

Use substitution to find x if x=3y and y=2.

x=6

100

Does the parabola 4x2+8x-7 open up or down?

up

100

(8x+9)-(2x+1)

6x+8

100

x^2-x-12

(x-4)(x+3)

100

This is Mrs. Rhea's Room Number 

(no, you cannot get up and look)

What is 220

200
Solve: 3x + 4 = 7
x = 1
200

(x3)5

x15

200

In order to use elimination, would we add or subtract these equations to eliminate x?

-8x+y=9

8x+6y=21

add

200

Identify a, b, and c for -x2+9x-6.

a= -1

b= 9

c= -6

200

(x+3)(x-3)

x2-9

200

x2+8x+7

(x+1)(X+7)

200

This is how many children Mrs. Rhea has

What is 1?

300
Solve: 3x + 3 - 2x = 21
x = 18
300

Simplify (9x4y3)2

81x8y6

300

If we graphed a system of equations and the lines intersected one time, how many solutions exist to this system?

one solution

300

Solve x2=81 for x using the square root property.

x=9 and x=-9

300

(2x-5)(3x-7)

6x2-29x+35

300

x^2-49

(x+7)(x-7)

300

This is the gender of Mrs. Rhea's child.

What is a boy?

400
Solve: 4x - 5 - 3x + 2 - 2x = 9
x = -12
400

Simplify x5y2/x3y5

x2/y3

400

How many times would parallel lines cross each other?

zero (no solution to a system of equations)

400

Solve x2+3x+2=0 by factoring and using the zero product property.

x=-2 and x=-1
400

(3x+2)2

9x2+12x+4

400

x2+2x-35

(x+7)(x-5)

400

This is the month Mrs. Rhea was born in.

What is January?

500

Solve: 21 + x = 2(x - 6)

x = 33

500

Simplify (4x2)3/(2x2)2

16x2

500

If two lines in a system of equations had different slopes and different y-intercepts, how many solutions to the system would there be?

one solution (one intersection point)

500

Solve 2x2-3x+1=0 using the quadratic formula.

x=1 and x=1/2

500

(-3x+7)(2x-5)

-6x2+29x-35

500

2x2-11x-6

(2x+1)(x-6)

500

This is Mrs. Rhea's age.

What is 32?

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