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ALL ABOUT THAT DATA UNIT 6 DATA. LAST PAGE OF BOOK: MEAN MEDIAN MODE RANGE FOLDABLE Mean.

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Presentation on theme: "ALL ABOUT THAT DATA UNIT 6 DATA. LAST PAGE OF BOOK: MEAN MEDIAN MODE RANGE FOLDABLE Mean."— Presentation transcript:

1 ALL ABOUT THAT DATA UNIT 6 DATA

2 LAST PAGE OF BOOK: MEAN MEDIAN MODE RANGE FOLDABLE Mean

3 Median Mode

4 Range Homework: Mean, Median, Mode Handout Make sure to bring your “All About that Data” book tomorrow and your supplies

5 P1 UNIT 6 VOCABULARY

6 P2 CATEGORICAL VS NUMERICAL Categorical (qualitative) categories Eye color Food Months Numerical (quantitative) Numbers Temperature Age Height

7 PG. 349

8 P3 “ALL ABOUT THAT DOT/LINE PLOT”  On a number line  Uses or x to show frequency  Used to graph numerical data

9 Mean- Median- Mode- Range- Number of people that live in your home

10 P4 “ALL ABOUT THAT STEM-AND-LEAF”  Displays data organized by place value  Leaf: last digit of the number (goes to the right on the table)  Stem: first digit or digits (goes on the left)  Separated by vertical line Ex: Number of minutes to get ready this morning Key 2 3=23

11 Mean – Median- Mode- Range-

12 P5 DESCRIBE DATA: SHAPE, CENTER, SPREAD SHAPECENTERSPREADSHAPECENTERSPREAD Mean and Median measure center, depends on the distribution of data Is the data symmetrical? Yes=mean No=median Range

13 P6 “IT’S ALL ABOUT THAT SHAPE” (TURN PAGE LONG WAY SO PICTURES WILL FIT)

14 P7 “ALL ABOUT THAT BOX PLOT”  Organizes data into four parts (quartiles)  Use the minimum, Q1, median, Q3, and maximum to create the four parts  Q1=quartile 1= median of lower half of data  Q3=quartile 3=median of upper half of data  Box= created with Q1, Q3, line through median  “Whiskers”= connect box to the min and max of data

15 P8 “ALL ABOUT THAT BOX PLOT” Make a Box plot using the following data: 2, 5, 3, 3, 4, 1, 6, 2, 2 Min= Q1= Median= Q3= Max=

16 P9 “ALL ABOUT THAT IQR” IQR = Interquartile Range = Q3-Q1

17 P10 “ALL ABOUT THAT OUTLIER” Outliers are observations (data) that do not fit the overall pattern of the data set. Outlier affects the Mean If the outlier is larger then majority of the data then the Mean will seem larger (skewed right) If the outlier is smaller then majority if the data then the Mean will seem smaller (skewed left) Continued….. Picture

18 P10 CONTINUED

19 P11 “ALL ABOUT THAT HISTOGRAM” Bar Graph Histogram

20 P12 “ALL ABOUT THAT HISTOGRAM”

21 P13 “ALL ABOUT THAT FREQUENCY”

22 P15 “ALL ABOUT THAT VARIABLE”

23 P16 “ALL ABOUT THAT VARIABLE”

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