System of Equations
Inequality Equations
Functions
Exponents
100
Solve the system of equations below algebraically.
2x+3y = 6
−5x+2y = 4
X =
Y =
What is.....
X=0
Y=2
100
For the graph, choose all the ordered pairs that are solutions.
A) (0,0)
B) (-2,1)
C) (3,1)
D) (1,3)
E) (0,3)
What is....
A) (0,0)
D) (1,3)
E) (0,3)
100
Select all relations that are functions from the choices below.
A)
B)
C)
D)
What is...
C)
D)
100
Convert to radical form:
x1/2
What is...
200
Solve the system of equations below by graphing each line on the coordinate plane provided.
Then place a point where the solution of the system occurs.
3x + 2y = 8
x + 2y = 4
What is....
200
Identify the key components and write an inequality for each graph.
b=________________
m= _______________
Inequality= ___________________________
What is...
b= 3
m= 2/3
200
Is this Function Linear, Quadratic, or Exponential?
What type of function does this table show? (Hint Graph the table.)
What is...
Answer for Graph: Quadratic
Answer for Table: Exponential
200
Simplify
A)
B) 
What is...
A)
B) 
300
From the following system of equation, create a new equation by substituting the value of y from the first equation into the second equation. From the new equation evaluate the value of x.
y= -x -4
3x+y =8
X= __________
The solution to the original system of equations is also / is no a solution to the new equation.
Hint: Determine whether the solution to the new equation is a solution to the old system of equation by graphing.
What is ....
X=6
The solution to the original system of equations is also a solution to the new equation.
300
The student council is selling cupcakes at the school play.
The cost to make the cupcakes is a fixed $75 plus $0.17per cupcake made.
Each cupcake sells for $2.00.
Write an equation for the cost, C, of making x cupcakes and an equation for the revenue, R, from selling x cupcakes.
C =
R =
Write an inequality that could be solved to find the number of cupcakes, x, that the student council must make and sell to make a profit.
_______________ > _______________
Solve the inequality, and determine how many cupcakes must be sold to make a profit.
X > _______ cupcakes
What is...
C = 0.17 x + 75
R = 2.00 x
Inequality= 2x > 75 + 0.17 x
300
Determine whether the problems described in the first column is changing in: a linear fashion, exponential fashion, or neither.
What is...
Neither
Linear
Linear
Exponential
300
Choose ALL that are equivalent to:
