of a data set is thedifference betweenthe median of thelower half of a a dataset and the median ofthe upper half of thesame data setInterquartilerangeFree!1. Put the data inorder from least togreatest.2. Count in fromthe outside to findthe middle value. Steps tofind themedianmodethe value thatoccurs themost oftenSometimes atIQR of 13,15, 9, 35,25, 17, 19Q1= 13Q3= 2525-13=12Steps tofindingthe meanSteps1. add all numberin the data set.2. divid by thenumber ofaddendsSolve findthe range11,12,15,15, 13, 12answeris 4rangeof a data set is thedifference betweenthe largest valueand the smallestvalue contained inthe data set.DefinitionIQRoutliera value that ismuch greateror much lessthan the othervaluesmedianof a data set is themiddle numberwhen the valuesare placed in orderfrom least togreatestfind therangePut the data set inorder from least togreatest.2. Find the largestvalue and smallestvalue.3. Subtract Find themean 12+ 9 + 12+1043dividedby 5interquartilerangeIQRDescribingDataby how thevalues relate toeach other andhow they arespread outmeanof a d.s. is thesum of thedata dividedby the numberof data valuesof a data set is thedifference betweenthe median of thelower half of a a dataset and the median ofthe upper half of thesame data setInterquartilerangeFree!1. Put the data inorder from least togreatest.2. Count in fromthe outside to findthe middle value. Steps tofind themedianmodethe value thatoccurs themost oftenSometimes atIQR of 13,15, 9, 35,25, 17, 19Q1= 13Q3= 2525-13=12Steps tofindingthe meanSteps1. add all numberin the data set.2. divid by thenumber ofaddendsSolve findthe range11,12,15,15, 13, 12answeris 4rangeof a data set is thedifference betweenthe largest valueand the smallestvalue contained inthe data set.DefinitionIQRoutliera value that ismuch greateror much lessthan the othervaluesmedianof a data set is themiddle numberwhen the valuesare placed in orderfrom least togreatestfind therangePut the data set inorder from least togreatest.2. Find the largestvalue and smallestvalue.3. Subtract Find themean 12+ 9 + 12+1043dividedby 5interquartilerangeIQRDescribingDataby how thevalues relate toeach other andhow they arespread outmeanof a d.s. is thesum of thedata dividedby the numberof data values

Untitled Bingo - Call List

(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


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  1. Interquartile range
    of a data set is the difference between the median of the lower half of a a data set and the median of the upper half of the same data set
  2. Free!
  3. Steps to find the median
    1. Put the data in order from least to greatest. 2. Count in from the outside to find the middle value.
  4. the value that occurs the most often Sometimes at
    mode
  5. Q1= 13 Q3= 25 25-13= 12
    IQR of 13, 15, 9, 35, 25, 17, 19
  6. Steps 1. add all number in the data set. 2. divid by the number of addends
    Steps to finding the mean
  7. answer is 4
    Solve find the range 11,12,15, 15, 13, 12
  8. of a data set is the difference between the largest value and the smallest value contained in the data set.
    range
  9. Definition IQR
  10. a value that is much greater or much less than the other values
    outlier
  11. of a data set is the middle number when the values are placed in order from least to greatest
    median
  12. Put the data set in order from least to greatest. 2. Find the largest value and smallest value. 3. Subtract
    find the range
  13. 43 divided by 5
    Find the mean 12 + 9 + 12+ 10
  14. IQR
    interquartile range
  15. by how the values relate to each other and how they are spread out
    Describing Data
  16. of a d.s. is the sum of the data divided by the number of data values
    mean