vocabulary
Order of Operations
Word problems
Distributive Properties
Understanding
100

To evaluate an expression means to....

find its value.

100

Evaluate.

26

64

100

One day, 28 small and 12 large merchant spaces were rented. Another day, 30 small and 15 large spaces were rented. Write and evaluate an expression to show the total rent collected. 

use diagram below 

"THE FLEA MARKET"

merchant space rentals

small space- $7.00/day

large space- $9.75/day

Open Daily from 9:00-6:00

28(7)+12(9.75)+30(7)+15(9.75)= $669.25

100

Use the distributive property to rewrite 12*82. Then evaluate.

(10+2)82= 820+164= 984

100

What is the saying to help remember the order of operations? And what does each word represent? 

Please - Parentheses

Excuse- Exponents

My- Multiplication

Dear- Division

Aunt- Addition

Sally- Subtraction

200

The rule that lets you know which operation to perform first is called?

Order of Operations

200

Evaluate.

(8-3)*3(3+2)

75

200

In 2004, there were 3344 amusement parks and arcades. This decreased by 148 by 2009. Write and evaluate an expression to find the number of amusement parks and arcades in 2009. 

3344-148=3196

200

Rewrite the expression using the Distributive Property. Then simplify. 

12(y+3)

12(y+3)

= 12*y+12*3

=12y+36

200

Grouping symbols such as parentheses (), brackets [], and braces {} are used to...

clarify or change the order of operations.

300

Terms that contain the same variables, with corresponding variables having the same power are called...

Like terms

300

Evaluate 2(x2-y)+z

if x=4, y=3, and z=2.

30

300

Akira bought one book for $20 and three books for $4.95 each. Write and evaluate an expression to find how much money the books cost.

20+3*4.95= $34.85

300

Rewrite the expression using the Distributive Property. Then simplify. 

4(y2+8y+2)

4(y2+8y+2)

=4(y2)+4(8y)+4(2)

=4y2+32y+8

300

Each side of the Great Pyramid of Giza, Egypt, is a triangle. The base of each triangle once measured 230 meters. The height of each triangle once measured 187 meters. The area of a triangle is one-half the product of the base b and its height h.

Write an expression that represents the area of one side of the Great Pyramid. Solve.

1/2(bh)

1/2(230*187)= 21,505 m2

400
An expression that contains no like terms or parentheses is in...

Simplest form

400

evaluate. a=4, b=6, c=8

2a+(b2/3)

20

400

A pilot at an air show charges $25 per passenger for rides. If 12 adults and 15 children ride in one day, write and evaluate an expression to describe the situation.

25(12+15)= $675

400

Simplify

17a+21a

38a

400

John Burns approximately 420 calories per hour by inline skating. The chart below shows the time he spent inline skating in one week. 

day        | Mon | Tue | Wed | Thu | Fri | Sat | Sun |

time (h) | 1     |  1/2  |    0  |  1   |   0  |  2  |  21/|


To determine the total number of calories that he burned inline skating that week, you will need to use?..

Distributive Property

500

Numerical factor of a term is  called...

coefficient

500

evaluate. g=2, r=3, t=11

3g(g+r)2-1

149

500

Time Management

Margo uses dots to track her activities on a calendar. Red dots represent homework, yellow dots represent work, and green dots represent track practice. In a typical week, she uses 5 red dots, 3 yellow dots, and 4 green dots. How many activities does Margo do in 4 weeks?

48 activities

500

Using the expression six times the sum of x and y increased by four times the difference of 5x and y.

a. Write an algebraic expression for the verbal expression.

b. Simplify the expression and indicate the properties used.

a. 6(x+y)+4(5x+y)

b. =6(x)+6(y)+4(5x)-4(y)         distributive property 

    =6x_6y+20x-4y                    multiply

    =6x+20x+6y-4y                   commutative (+)

    =(6+20)x+(6-4)y                 distributive property

    =26x+2y                             substitution

500

John Burns approximately 420 calories per hour by inline skating. The chart below shows the time he spent inline skating in one week. 

day        | Mon | Tue | Wed | Thu | Fri | Sat | Sun |

time (h) | 1     |  1/2  |    0  |  1   |   0  |  2  |  21/|


a. How can you represent the time John spent inline skating that week? 

b. By what number would you multiply the quantity to find the total number of calories burned?

c. How can you represent the total number of calories burned as one quantity?

a. 1+1/2+0+1+0+2+21/2

b. 420

c. 420(1+1/2+0+1+0+2+21/2)