FindtheMean12 + 9 +12 +10 +10= 5353 dividedby 5 is 10.6Non-statisticalquestiona questionwith oneanswerMedianthe middle value inan ordered set ofdata (least togreatest) If thereare two numbers inthe middle you findthe mean.DefineStatistics: the science ofcollectingorganizinganalyzingcollecting dataOutliera value that ismuch greateror much lessthan the othervaluesModethe data valuethat occursthe most oftenthat occurs inthe data setWhat isG-L= ?FormulaforRangeStatisticalQuestionA question forwhich you donot expect toget a singleanswerRangeis thedifferencebetween thegreatest andthe leastFind IQRof 13, 15,9, 35,25,17,19Q1=13Q3= 2525-13= 12Measuresof CenterDescribe thetypical valueof the dataset.Stepsto findIQR1. Put data in order fromleast to greatest.2. Find the lower half,median, and upper half ofthe data set.3. Find the medians of thelower half and upper half.4. Subtract.5. IQR is 12IQR of a data set isthe differencebetween the medianof the lower half of adata set and themedian or the upperhalf of the same datasetInterquartilerangeDescribingDatatelling how thevalues relate toeach other andhow they arespread out.Steps tofind themean1. Add all thenumbers in thedata set2. divide by thenumber ofaddendsIf there are aneven number ofvalues in thedata set themedian is....the averageof the twomiddle termsFree!Steps tofind themedian1. Put the data inorder from least togreatest.2. Count in fromthe outside to findthe middle value.FindtheMean12 + 9 +12 +10 +10= 5353 dividedby 5 is 10.6Non-statisticalquestiona questionwith oneanswerMedianthe middle value inan ordered set ofdata (least togreatest) If thereare two numbers inthe middle you findthe mean.DefineStatistics: the science ofcollectingorganizinganalyzingcollecting dataOutliera value that ismuch greateror much lessthan the othervaluesModethe data valuethat occursthe most oftenthat occurs inthe data setWhat isG-L= ?FormulaforRangeStatisticalQuestionA question forwhich you donot expect toget a singleanswerRangeis thedifferencebetween thegreatest andthe leastFind IQRof 13, 15,9, 35,25,17,19Q1=13Q3= 2525-13= 12Measuresof CenterDescribe thetypical valueof the dataset.Stepsto findIQR1. Put data in order fromleast to greatest.2. Find the lower half,median, and upper half ofthe data set.3. Find the medians of thelower half and upper half.4. Subtract.5. IQR is 12IQR of a data set isthe differencebetween the medianof the lower half of adata set and themedian or the upperhalf of the same datasetInterquartilerangeDescribingDatatelling how thevalues relate toeach other andhow they arespread out.Steps tofind themean1. Add all thenumbers in thedata set2. divide by thenumber ofaddendsIf there are aneven number ofvalues in thedata set themedian is....the averageof the twomiddle termsFree!Steps tofind themedian1. Put the data inorder from least togreatest.2. Count in fromthe outside to findthe middle value.

(Corrected) Mean, Mode, Median - 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.


1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
  1. 12 + 9 +12 + 10 +10= 53 53 divided by 5 is 10.6
    Find the Mean
  2. a question with one answer
    Non-statistical question
  3. the middle value in an ordered set of data (least to greatest) If there are two numbers in the middle you find the mean.
    Median
  4. : the science of collecting organizing analyzing collecting data
    Define Statistics
  5. a value that is much greater or much less than the other values
    Outlier
  6. the data value that occurs the most often that occurs in the data set
    Mode
  7. Formula for Range
    What is G-L= ?
  8. A question for which you do not expect to get a single answer
    Statistical Question
  9. is the difference between the greatest and the least
    Range
  10. Q1=13 Q3= 25 25-13= 12
    Find IQR of 13, 15, 9, 35, 25,17,19
  11. Describe the typical value of the data set.
    Measures of Center
  12. 1. Put data in order from least to greatest. 2. Find the lower half, median, and upper half of the data set. 3. Find the medians of the lower half and upper half. 4. Subtract. 5. IQR is 12
    Steps to find IQR
  13. Interquartile range
    IQR of a data set is the difference between the median of the lower half of a data set and the median or the upper half of the same data set
  14. telling how the values relate to each other and how they are spread out.
    Describing Data
  15. 1. Add all the numbers in the data set 2. divide by the number of addends
    Steps to find the mean
  16. the average of the two middle terms
    If there are an even number of values in the data set the median is....
  17. Free!
  18. 1. Put the data in order from least to greatest. 2. Count in from the outside to find the middle value.
    Steps to find the median