Adding Integers
Subtracting Integers
Absolute Value
Distance on a Number Line
Trivia???????
100

2 oranges plus 7 more equals how many more?<img class="fr-fic fr-dib" 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

What is 9!!!!!

100
3x +x +6
What is 4x +6
100
What is the formula for the area of a square
What is "S" squared or bh
100
What is part of the population that is chosen to represent the entire group
What is a Sample
100
What visual aid allows people to analyze gathered data in order to make inferences about a population
Who is a box plot
200

17 oranges 






  17 oranges+16 is how many?????<img class="fr-fic fr-dib" 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

What is 23!!!!!!

200
4x +3x +2 +4
What is 7x +6
200
What is the formula for the circumference of a circle?
What is d x pi
200
What is it called when every person, object, or event has an equal chance of being selected
What is a Random Sample
200
What do you do to your data first, when forming a Box Plot
What is putting the data in least to greatest order
300

-21 oranges + 12<img class="fr-fic fr-dib" 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

What is 9

300
5x -2x +7 -3
What is 3x +4
300
What is the formula for the area of a triangle?
What is 1/2bh
300
What is it called when a sample does not accurately represent the population
What is a biased sample
300
After putting the data in order, what is the term used to describe the value that is positioned in the middle of the numbers listed
What is the median
400
-5(3x - 4) -15
What is -15x +5
400
7x - 5x -6 +2 +2x
What is 4x -4
400
What is the formula for the area of a circle?
What is Pi x "r" squared
400
What is being referred to when information is being gathered about a group, the entire group of objects, individuals, or events
What is a population
400
On each side of the median, what does the outer sides of the box indicate?
What are the quartiles--upper and lower
500
-3(-6x - 2)-8
What is 18x -2
500
-3x +2x -2 -8x -4 +3
What is -9x -3
500
What is the formula for the area of a trapezoid?
What is 1/2 h x (B1 + B2)
500
What is used to collect information from people, when trying to determine how a population may feel.
What is a survey
500
What term is used with Box Plots to describe the lines protruding from the box which indicates the range of the data?
What are whiskers
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