Evaluating Expressions and Order of Operations
Writing Expressions, Equations, and Inequalities
Problem Solving Plan
Rules and Tables
Graphs
100
Evaluate 6 - n when n = 4.
2
100
Write an equation or an inequality: The product of a number z and 12 is 60.
12z = 60
100
What is an equation that relates two or more quantities?
Formula
100
What is the collection of all input values?
Domain
100
The y-coordinate is the _____________.
Output
200
In the power 712, _________ is the base and _______ is the exponent.
7 is the base and 12 is the exponent.
200
Translate: The quotient of a number k and 12.
k/12
200
The flag that inspired the national anthem was a rectangle 30 feet wide and 42 feet long. Pieces of the flag have been lost. It is now 30 feet wide and 34 feet long. How many square feet have been lost?
240 ft2
200
What is the output variable?
Dependent variable
200
The horizontal axis of the graph is labeled with the _______ variable.
input
300
Evaluate 40w when w = 0.5.
20
300
Translate: 5 less than a number z.
z - 5
300
A grocery clerk stacks three rows of cans of fruit for a display. Each of the top two rows has 2 fewer cans than the row beneath it. There are 30 cans altogether. How many cans are there in each row?
8 cans, 10 cans, and 12 cans
300
The domain of the function y = 3x - 5 is 2, 3, 4, and 5. Identify the range of the function.
1, 4, 7, and 10
300
The vertical axis of the graph is labeled with the _________ variable.
output
400
Evaluate z2 when z = 20
400
400
Write an equation or inequality: The sum of 13 and a number t is at least 24.
13 + t ≥ 24
400
The floor of a rectangular building is 52 feet long and has a perimeter of 174 feet. What is the area of the floor?
1820 ft2
400
Write a rule for the function.
y = x + 4
400
Write a rule for the function.
y = x + 2
500
Evaluate the expression: 50 - [7 + (32 - 2)]
36
500
You purchase some notebooks for $2.95 each and a package of pens for $2.19. Write an expression for the total amount (in dollars) that you spend.
2.95n + 2.19
500
A rectangular box is created by cutting out squares of equal sides of lengths x from a piece of cardboard 10 inches by 15 inches and folding up the sides. The volume of the box is given by V = x(10 - 2x)(15 - 2x). Find the volume of the box when the side length of the square is 3 inches.
108 in3
500
Write a rule for the function.
y = 5x
500
Write a rule for the function represented by the graph. 
y = 1/2 x