Order of Operations
Evaluate Expressions
Multiplying Decimals
Dividing Decimals
Exponents
100
What is the phrase we use to remember how to do the Order of Operations in math? 
PEMDAS
100
Evaluate n+14.5 if n=-3. 
11.5
100
Explain the steps you need to think about when multiplying decimals if both factors have two decimal places? 
First I count the decimal places in each factor and find the sum of the total decimal places.  Next, I multiply like regular.  Finally, I move the decimal place the correct number of places to the left according to the sum of the total number of decimal places on the original factors. 
100
How do you divide a decimal by another decimal? 
I will use a power of ten to turn the divisor an integer. 
100
If I have a base of 3 and it is raised to the power of 4, what is the math word that we use to describe this expression? 
Power
200
When executing the order of operations do we multiply or divide first? 
It is dependent upon which operation comes first going from left to right. 
200
Evaluate the expression:

2x-3 if x=1/2

-2
200
-2*.04
-0.08
200
Set-up a generic division problem on your dry erase board and instead of numbers put the correct math vocabulary word where it belongs. Use the words:

dividend, divisor, and quotient. 

Teacher review dry erase board. 
200
7^8
5,764,801
300

Simplify the expression: 

28-4*3/6 + 4

30
300
Evaluate the expression:

16/k +7h for k=8 and h=2

16
300
1.25*23
28.75
300
4.32/3.6
1.2
300
10^10
10,000,000,000
400
[(4+12/4)-2]^3
125
400

The expression 60m gives the number of second in "m" minutes. Evaluate 60m for m=7.  How many seconds are in 7 minutes? 

420 seconds
400
-2.78*0.8
-2.224
400
12.95/(-1.25)
10.36
400
What is any base number to the first power? 
The base number
500
Mack paid a $14 basic fee plus $25 a day to rent a car.  Write and simply the expressions to find out how much it cost her to rent the car for five days. 
$139
500

The expression 1.8c+32 can be use to convert a temperature in degrees Celsius c to degrees Fahrenheit.  What is the temperature in degrees Fahrenheit if the temperature is 30 degrees Celsius? 

86 Degrees Fahrenheit
500
While walking Hannah Bauer averaged 3.63 miles per hour.  How far did she walk in 1.5 hours? 
5.445 miles 
500
If Mrs. Sabelko and the other teachers used 14.95 gallons of gas to drive 358.8 miles, how many miles per gallon did the car get? 
24 miles per gallon
500
What is any base number raised to the zero power? 
1....now research why!
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