Term
| Simplify the improper fraction: 13/5 |
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Definition
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Term
Simplify the improper fraction:
11/3 |
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Definition
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Term
Simplify the improper fraction:
24/6 |
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Definition
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Term
Simplify the improper fraction:
22/9 |
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Definition
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Term
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Definition
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Add and simplify:
3 5/9 + 5 2/3 |
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Definition
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Term
Add and Simplify:
3 3/4 + 2 3/5 |
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Definition
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Term
Add and Simplify:
2 1/4 + 1 7/8 |
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Definition
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Term
Subtract and Simplify:
6 1/5 - 3 3/8 |
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Definition
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Term
Subtract and Simplify:
9 3/8 - 5 1/2 |
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Definition
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Term
Subtract and Simplify:
8 1/9 - 5 1/3 |
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Definition
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Term
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Name the Operation:
Cary has some candy bars she wanted to divide equally between herself and her friend Terri. How many candy bars does each girl get? |
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Definition
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Term
Name the Operations:
Harry orders supplies for a factory that manufactures toy robots. Each pair of eyes weigh 1 oz. There are 100 pairs of eyes in each case. How much does each case of eyes weigh? |
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Definition
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Term
What operation is being used?
Rachel's mom is making one hamburger each, for a large family gathering. Each hamburger weighs 1/2 of a pound and there are 23 people coming to the party. How much do all the hamburgers weigh? |
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Definition
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Term
What operation is being used?
Bryan makes birdhouses for the birds in his backyard. First, he needs to cut a 4 foot board. How many 1 foot sections will he get from this board? |
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Definition
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Term
What operation is being used?
Each of three birdhouses needs 1/3 cup of birdseed. How many cups of birdseed are needed to fill three birdhouses? |
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Definition
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Change to a decimal
15 3/5 |
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Definition
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Term
Change to a decimal
13 2/3 |
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Definition
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Term
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Definition
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Term
Change to a fraction and simplify:
0.55 |
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Definition
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Term
Change to a fraction and simplify:
0.82 |
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Definition
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Term
Change to a fraction and simplify:
0.35 |
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Definition
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Term
Change to a fraction and simplify:
0.375 |
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Definition
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Term
Change to a fraction and simplify:
0.125 |
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Definition
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Term
Change to a mixed number:
45.425 |
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Definition
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Term
Change to a mixed number:
32.65 |
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Definition
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Term
Change to a mixed number:
9.82 |
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Definition
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Term
Change to a mixed number:
15.84 |
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Definition
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Term
Change to a mixed number:
2.13 |
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Definition
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Term
Change to a mixed number:
5.1 |
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Definition
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Term
Change to a mixed number:
7.125 |
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Definition
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Term
Name the Operation:
Micah can have his oil changed for %20, or he can buy the oil and filter and change it himself for $10. How much would he save by changing the oil himself? |
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Definition
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Term
Name the operation:
Megan bout 5 boxes of cookies for $3.75 each. How much did she spend? |
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Definition
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Term
Name the operation:
Wyatt subscribes to a monthly Naruto magazine. His one year subscription costs $25. If he pays for the subscription in 3 equal installments, how much is each payment? |
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Definition
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Term
Name the operation:
Pat purchases 2.5 pounds of hamburger at $0.98 per pound. what is the total cost of the hamburger? |
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Definition
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Term
Name the operation:
The White family took $650 in cash with them on vacation. At the end of their vacation, they had $5 left. How much cash did they spend on vacation? |
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Definition
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Term
Name the operation:
FMS spent $1443 on 55 math books. How much did each book cost? |
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Definition
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Term
Name the operation:
The Student Council needs to raise $150 to go to on a field trip. If they decide to sell candy bars at $0.50 each, how many must they sell in order to meet their goal? |
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Definition
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Term
Name the operation:
A leather jacket that normally sells for $259 is on sale for $197. How much can you save if you buy it now? |
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Definition
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Term
Name the operation:
At the movies, Sarah buys 0.6 pounds of candy priced at $2.10 per pound. How much did she spend on candy? |
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Definition
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Term
Name the operation:
Missy has $6.00 to spend on candy. If each candy bar costs $0.50, how many bars can she buy? |
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Change to a percent:
3.089 |
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Definition
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Term
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Definition
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Term
Change to a percent:
0.375 |
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Definition
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Term
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Definition
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Term
Write an integer:
You are paid $25 for baby sitting |
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Definition
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Term
Write an integer:
A loss of 10 yards on the football field |
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Definition
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Term
Write an integer:
The temperature is sixteen degrees below zero. |
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Definition
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Term
Write an integer:
Seventy-two feet above sea level |
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Definition
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Term
Find the percent:
18 out of 24 students take a music class in middle school. |
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Definition
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Term
Find the percent:
6 out of 30 students get a grade of an A in the class. |
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Definition
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Term
Write a percent:
3 out of 10 students ride the bus. |
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Definition
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Term
Write a percent:
16 out of 20 students in my first period ate breakfast. |
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Definition
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Term
Write a percent:
Out of 12 cats, 3 of them have stripes. |
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Definition
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Term
Write a percent.
In a bag of 60 candy coated chocolate pieces, 9 are yellow. |
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Definition
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Term
Name the percent:
Lydia baked cupcakes for school. She sold 80% of them, what percent did she not sell? |
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Definition
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Term
Name the percent:
The weather man said there was a 40% chance of rain today, what is the percent of it not raining? |
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Definition
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Term
Name the percent:
Cary's dad gave her some money for shoes. She spent 85% of the money on shoes. What percent did she take home? |
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Order from least to greatest:
-6, 78, 89, 0, -34 |
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Definition
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Term
Order from least to greatest.
45, -54, 14, -6, 7 |
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Definition
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Term
Solve:
The temperature on a Saturday morning started at -230. By noon, the temperature fell 190. what is the new temperature at noon. |
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Definition
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Term
Solve:
If the current temperature in Nashville is 650F, and the current temperature in Franklin is -150F, what is the difference in current temperatures. |
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Definition
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Term
Solve:
The freezing point of gasoline is about -500C, and the freezing point of water is 00C. What is the differtence between the freezing point of gasoline and water? |
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Definition
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Term
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Definition
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Term
4x + 3 = 25
is called an ____ ______ |
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Definition
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Term
5x + 5
Is called an ______ _______ |
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Definition
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Term
5x + 5 = 25
Is called an ________ ___________ |
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Definition
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Term
4x
The 4 is called a ________ |
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Definition
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Term
5x
The 5 is called a _________ |
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Definition
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Term
4x
The x is called a _________ |
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Definition
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Term
5x
The x is called a ___________ |
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Definition
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Term
5x + x - 2
How many terms? |
|
Definition
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Term
11p - 4 + p + 3p
How many terms? |
|
Definition
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Term
5x + 2y +4
What is the 4 called |
|
Definition
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Term
5x + 25
What is the 25 called? |
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Definition
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Term
x < 5
This symbol shows:
less than
greater than
less than or equal to
greater than or equal to |
|
Definition
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Term
x > 5
This symbol shows:
less than
greater than
less than or equal to
greater than or equal to |
|
Definition
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Term
x ≤ 5
This symbol shows:
less than
greater than
less than or equal to
greater than or equal to
|
|
Definition
| x is less than or equal to 5 |
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Term
x ≥ 5
This symbol shows:
less than
greater than
less than or equal to
greater than or equal to |
|
Definition
| x is greater than or equal to 5 |
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Term
6 3
The six is called the _________ |
|
Definition
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Term
63
The 3 is called the ___________ |
|
Definition
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Term
82
The 8 is called the ____________ |
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Definition
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Term
82
The 2 is called the _________ |
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Definition
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Term
Write an algebraic expression for :
a number less than 4 |
|
Definition
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Term
Write an algebraic expression for:
a number multiplied by four |
|
Definition
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Term
Write an algebraic expression for:
A number to the fourth power |
|
Definition
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Term
Write an algebraic expression for:
A number divided by four |
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Definition
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Term
Write an algebraic expression for:
four more than a number |
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Definition
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Term
Write an algebraic expression for:
x increased by four |
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Definition
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Term
Write an algebraic expression for:
a number squared |
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Definition
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Term
Write an algebraic expression for:
a number cubed |
|
Definition
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Term
Write an algebraic expression for:
five guests more than planned |
|
Definition
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Term
Write an algebraic expression for:
The class with eight students missing. |
|
Definition
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Term
Write an algebraic expression for :
a number decreased by thirty-one |
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Definition
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Term
Write an algebraic expression for:
the difference of a number and eighteen. |
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Definition
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Term
Write an algebraic expression for:
eight dollars per hour |
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Definition
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Term
Write an algebraic expression for:
the product of eight and the third power of a number |
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Definition
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Term
Write an algebraic expression for:
nine dollars minus purchases. |
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Definition
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Term
Write an algebraic expression for:
eighty percent of a number |
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Definition
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Term
Write an algebraic expression for:
the total number of cupcakes divided among four trays. |
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Definition
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Term
Write an algebraic expression for:
half the number of cookies plus seven extra |
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Definition
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Term
Write an algebraic expression for:
bacteria culture, b, doubled |
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Definition
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Term
Write an algebraic expression for:
triple John's age, y, |
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Definition
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Term
Write an algebraic expression for:
n feet lower than 10 |
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Definition
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Term
Write an algebraic expression for:
3 more than p |
|
Definition
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Term
Write an algebraic expression for:
the product of 4 and x |
|
Definition
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Term
Write an algebraic expression for:
a number, y, decreased by 20 |
|
Definition
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Term
Write an algebraic expression for:
5 times as much as x |
|
Definition
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|
Term
Write an algebraic expression for:
quantity, t, less than 6 |
|
Definition
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|
Term
Write an agebraic expression for:
18 divided by a number, x |
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Definition
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Term
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Definition
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Term
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Definition
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Term
Simplify
22 + (4 - 1) + 70 |
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Definition
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Definition
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Term
| Is 3√55 closer to 3 or 4? |
|
Definition
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Term
| Is 3√100 closer to 4 or 5? |
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Definition
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|
Term
| Is 3√68 closer to 4 or 5? |
|
Definition
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Term
| Is 3√25 closer to 2 or 3? |
|
Definition
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Term
| Is 3√58 closer to 3 or 4? |
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Definition
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Term
What is the name of this sign?
√ |
|
Definition
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Term
| Out of 301 seniors, 117 are boys. what is the ratio of boys to the total number of seniors? |
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Definition
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Term
| A skyscraper that stands 530 feet tall casts a shadow that is 84 feet long. What is the ratio of the height to the shadow of the skyscraper? |
|
Definition
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Term
| Twenty boxes of paper weigh 460 pounds. What is the ratio of boxes to pounds? |
|
Definition
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Term
| The newborn weighs 7 pounds and is 21 inches long. What is the ratio of length to width? |
|
Definition
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Term
| Jack paid $4.00 for 6 pounds of apples. What is the ratio of the price of apples to the pounds of apples? |
|
Definition
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|
Term
| It takes 11 cups of flour to make 3 loaves of bread. What is the ratio of cups of flour to loaves of bread? |
|
Definition
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|
Term
| In a bag of marbles, the ratio of blue to red is 2:3. Assuming that those are the only two colors in the bag, what is the percent of blue marbles in the bag? |
|
Definition
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|
Term
In a bag of marbles, the ratio of blue to red marbles is 2:3. What is the percent of red marbles in the bag?
|
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Definition
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Term
| Students got to choose what game they wanted to play in gym class. The ratio of people wanting to play kickball to dodgeball was 7:5. What percent of the students wanted to play dodgeball? |
|
Definition
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|
Term
| A teacher took a survey on what the students' favorite color was between blue and green. The ratio of the two colos was 5:7. what percent of the students preferred blue? |
|
Definition
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|
Term
| A teacher took a survey on what the students' favorite color was between blue and green. The ratio of the two colors was 5:7. What percent of the students preferred green? |
|
Definition
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|
Term
| The ratio of the number of students playing basketball to soccer at a local middle school is 5:2. What percent of the students at the middle school play soccer? |
|
Definition
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|
Term
| The ratio of brown socks to black socks in JJ's drawer is 7:3. Assuming that these are the only two colors socks he has, what is the percent of brown socks in the drawer? |
|
Definition
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|
Term
| The ratio of brown socks to black socks in JJ's drawer is 7:3. Assuming that these are the only two colo socks he has in his drawer, what is the percent of black socks in the drawer? |
|
Definition
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Term
| Mark got a ratio of correctly answered questions to toal questions of 9:12 on his past quiz. What percent of the quiz did Marcus answer incorrectly? |
|
Definition
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Term
| If 4 pounds of jelly beans cost $6.82, how much would 2 pounds cost? |
|
Definition
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Term
| Ashley drove from Memphis, Tennessee to Atlanta, Georgia. She drove for 5 hours and 45 minutes and drove 3.91 miles. how far did she travel in one hour? |
|
Definition
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Term
| Out of every 6 students surveyed, 1 listens to country music. At that rate, how many students in a school of 1,200 listen to country music? |
|
Definition
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Term
| Lilly, a dachshund,has a litter of 10 puppies. Four are black. At that rate, how many puppies in a litter of 5 would be black. |
|
Definition
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Term
| According to the instructions on a bag of fertilizer, 5 pounds of fertilizer are needed for every 50 square feet of lawn. How many square feet will a 15 pound bag cover? |
|
Definition
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Term
| Gail wants to know how tall her school building is. On a sunny day, she measures the shadow of the building to be 8 feet. At the same time she measures the shadow cast by a 4 foot statue to be 2 feet. How tall is her school building? |
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Definition
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Term
| For the first 3 home games, the consession stand sold a total of 600 hot dogs. If that ratio stays constant, how many hot dogs will sell for all 8 home games? |
|
Definition
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Term
| A race car can travel 2 laps in 4 minutes. At this rate, how long will it take the race car to complete 250 laps? |
|
Definition
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Term
| If if takes 8 cups of flour to make 4 loaves of bread, how many loaves of bread can you make from 40 cups of flour? |
|
Definition
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Term
| Rudolph can mow a lawn that measures 1,000 square feet in 3 hours. At that rate, how long would it take hime to mow a lawn 4,500 square feet? |
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Definition
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Term
| If 3 inches represents 50 miles on a scale drawing, how long would a line segment be that represents 200 miles? |
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Definition
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Term
| On a scale drawing, 2 cm represents 10 km. A line segment on the drawing is 5 cm long. What distance does this line segment represent? |
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Definition
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Term
| On a map drawn to scale, 4 cm represents 280 km. How many kilometers are represented by a line 5 cm long? |
|
Definition
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|
Term
| If 4 inces represents 80 miles on a scale drawing, how long would a line segment be that represents 240 miles? |
|
Definition
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|
Term
| On a map drawn to scale, 5 cm represents 100 km. How long would a line segment be that represents 160 km? |
|
Definition
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Term
| On a scale drawing of a house plan, one inch represents 10 feet. how many feet wide is the bathroom if teh width on the drawing is 2.5 inches? |
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Definition
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Term
| A certain bleach mixture says that for every 1/4 cup of bleach used there needs to be one gallon of water. How much bleach is needed to make a bleach mixture that calls for five gallons of water? |
|
Definition
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Term
| For every 10,000 gallons of pool water, there needs to be 1 gallon of liquid chlorine. Steve has a 55,000 gallon pool. How much liquid chlorine does he need to add to his pool? |
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Definition
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Term
| There needs to be 1 cup of sugar in every 2 quarts of fruit drink. how much sugar will someone need that wants to make 5 gallons of the fruit drink (4 quarts = 1 gallon) |
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Definition
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Term
A bag of fertilizer covers 25 square feet of lawn. How many bags of fertilizer will Janice need if she has
131 1/4 square foot lawn? |
|
Definition
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Term
| A hummingbird feeder calls for 1/4 cup of nectar feeder for every 2/5 cup of water. how many cups of water is needed for a humming bird feeder that needs 1 cup of nectar feeder? |
|
Definition
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Term
| Making oatmeal needs 1/2 cup of oatmeal per cup of water. At this rate, how many cups of water is needed for 18 cups of oatmeal? |
|
Definition
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Term
| A chemistry class is making salt water. For every 5 gallons of water they add 4 pounds of salt. How much salt will they need in order to make a 20 gallon salt water mixture with the same concentration? |
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Definition
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Term
| On a scale drawing of a house floor plan, 1 inch represents 3 feet. The length of the kitchen measures 7 inches on the floor plan. how many feet does that represent? |
|
Definition
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|
Term
| If 2 inches represents 6 feet on a scale drawing, how many feet does 6 inches represent? |
|
Definition
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|
Term
| On a scale drawing, 5 centimeters represents 100 miles. If a line segment between two points measured 9 centimeters, how many miles would it represent? |
|
Definition
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Term
Evaluate if
r = -4, s =10, t =2, u = -1
-1/4r + 1/8u = |
|
Definition
|
|
Term
Evaluate if
r = -4, s =10, t =2, u = -1
tu/9 |
|
Definition
|
|
Term
Evaluate if
r = -4, s =10, t =2, u = -1
3(4 + t) = |
|
Definition
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|
Term
Evaluate if
r = -4, s =10, t =2, u = -1
rtu = |
|
Definition
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|
Term
Evaluate if
r = -4, s =10, t =2, u = -1
u2 + s +1 = |
|
Definition
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|
Term
Evaluate if
r = -4, s =10, t =2, u = -1
2ut + r = |
|
Definition
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Term
Translate into an algebraic expression:
sum of 2 and 4, times five |
|
Definition
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|
Term
Translate into an algebraic expression:
the sum of 4 and 6, divided by 2 |
|
Definition
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|
Term
Translate into an algebraic expression:
4 times the difference between 10 and 5. |
|
Definition
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|
Term
Translate into an algebraic expression:
20 divided by the difference between 4 and 2 |
|
Definition
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|
Term
Translate into an algebraic expression:
the sum of x and 4, multiplied by 2 |
|
Definition
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|
Term
Translate into an algebraic expression:
one-half the sum of x and 4 |
|
Definition
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|
Term
Translate into an algebraic expression:
six more than four times a number, x |
|
Definition
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|
Term
Translate into an algebraic expression:
100 decrease by the product of a number, x , and five. |
|
Definition
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Term
Translate into an algebraic expression:
ten less than the prduct of 3 and x. |
|
Definition
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Term
Translate into an algebraic equation:
Triple the original number, n, is 3,500 |
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Definition
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Term
Translate into an algebraic equation:
The product of a number, y, and 3 is equal to 15. |
|
Definition
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Term
Translate into an algebraic equation:
Four times the difference of a number, x, and 10 is 35. |
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Definition
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|
Term
Translate into an algebraic equation:
The total, t, divided into 7 groups is 20. |
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Definition
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Term
Translate into an algebraic equation:
The number of parts in inventory, p, minus 80 parts sold today is 270 |
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Definition
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Term
Translate into an algebraic equation:
One-half an amount, x, added to $45 is $342. |
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Definition
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|
Term
Translate into an algebraic equation:
One hundred seeds divided by 4 rows equals n number of seeds per row. |
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Definition
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|
Term
Translate into an algebraic equation:
A number, y, less than 20 is 47 |
|
Definition
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|
Term
Translate into an algebraic equation:
His base pay of $500 increased by his comission, x, is $640. |
|
Definition
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|
Term
Translate into an algebraic equation:
Seventeen more than half the number, h, is 100 |
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Definition
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Term
Translate into an algebraic equation:
This month's sales of $2,900 are double January's sales, x. |
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Translate into an algebraic equation:
The quotient of a number, w, and 8 is 24. |
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Translate into an algebraic equation:
Six less than a number, d, is 32 |
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Translate into an algebraic equation:
Four times the sum of a number, y and 7 is 84. |
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Translate into an algebraic equation:
We started with x number of students. When 2 moved away, we had 28 left. |
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Translate into an algebraic equation:
A number, b, divided into 29 is 3. |
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Translate into an algebraic equation:
Mrs. Hughes bought a number of juice boxes at a cost of $0.30 each and a bag of chips that cost $1.19. The total cost of her purchase was $2.99. Write an equation to find out how many juice boxes Mrs. Hughes bought. |
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Translate into an algebraic equation:
Cathy had saved $355.00. She spent $15.00 each week to pay for guitar lessons. She now has $155.00. Write an equation to find out how many weekly lessons Cathy had. |
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Translate into an algebraic equation:
Paula sold 45 packages of wrapping paper for the fall fund-raiser. This is three less than twice the number of packages that she sold last year. Write an equation to find how many packages Paula sold last year. |
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Translate into an algebraic equation:
Movie tickets for two children cost $24 minus $12. Find the cost of a child's ticket. |
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What property is being shown:
Distributive, Commutative, or Associative?
354 + 453 = 453 + 354
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What property is being shown:
Distributive, Commutative, or Associative?
5 + (7 + 12) = (5 + 7) + 12 |
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What property is being shown:
Distributive, Commutative, or Associative?
3 + 9 = 9 + 3 |
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What property is being shown:
Distributive, Commutative, or Associative?
(4 • 5) • 2 = 4 • (5 • 2) |
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What property is being shown:
Distributive, Commutative, or Associative?
m(n + p) = mn + mp |
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What property is being shown:
Distributive, Commutative, or Associative?
(x)(y•z) = (x •y)(z) |
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What property is being shown:
Distributive, Commutative, or Associative?
25(3 + 2) = (25)(3) + (25)(2) |
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What property is being shown:
Distributive, Commutative, or Associative?
6 + (7 + 8) = (6 + 7) + 8 |
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What property is being shown:
Distributive, Commutative, or Associative?
x(a - g) = (x)(a) - (x)(g) |
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| The surface of teh Dead Sea is 1312 feet below sea level. use an integer to express the surface of teh Dead Sea in relation to sea level. |
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| During a football game between the Eagles and the Bears, the quarterback was tackeled for a loss of six yards. use an integer to express the new location on the football field in relation to their previous location. |
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| Jessica received these scores on her first four tests in math. 86, 88, 93, 90. What is Jessica's average score on the first four tests? |
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Lydia and her family live in Canada. During February, Lydia recored the average daily temperature for one week. -3, -4, 0, -2, 0, 3, -1
What was the average temperature for the week? |
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| A submarine descended 32 feet below the surface. It rose 13 feet to look at a coral reef. Write an addition sentence to find its current depth and solve it. |
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| In January, the temperature at the summit of Mt. Everest averages -36 degrees and can drop as low as -60 degrees. In July, the average temperature is 17 degrees warmer. What is the average temperature at the summit in July? |
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| The platform of a roller coaster is 5 feet off the ground. The first hill rises an additional 122 feet. The first drop is 118 feet. How far off the ground is the roller coaster after the first drop? |
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How can 9/4 best be described?
positive integer
mixed number
whole number
improper fraction |
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Which is NOT a way you can classify 0?
positive number
whole number
integer
rational number |
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