6.1 categorizing and displaying data/measures of central tendencies

Good morning!
Schedule: 
  • Introduction 
  • Learning goals
  • Representing sets of data
  • Homework
  • Practice
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Slide 1: Slide
WiskundeMiddelbare schoolvwoLeerjaar 3

This lesson contains 25 slides, with interactive quizzes, text slides and 1 video.

Items in this lesson

Good morning!
Schedule: 
  • Introduction 
  • Learning goals
  • Representing sets of data
  • Homework
  • Practice

Slide 1 - Slide

Learning goals 
At the end of this lessons I can:
  • Sort data in qualitative or quantitative data
  • Sort quantitative data in discreet or continuous data
  • Draw and read a stem-and-leaf diagram
  • Calculate the measures of central tendency of any data

Slide 2 - Slide

Statistics

Slide 3 - Mind map

Representing sets of data
Qualitive data: data describing a certain characteristic

Quantative data: data with a numerical value 


        Discrete data                                                   Continuous data
                                     

Slide 4 - Slide

Representing sets of data
Qualitive data: data describing a certain characteristic
ex: color of each car passing by
Quantative data: data with a numerical value 


        Discrete data                                                   Continuous data
                                     

Slide 5 - Slide

Write on one side of the whiteboard "qualitative" and on the other side "quantitative" . 

Slide 6 - Slide

Qualitative
Quantitative
Discrete
Continuous
1
2
3
4
5
6
7
8
9
10

Slide 7 - Slide

Qualitative
Quantitative
Discrete
Continuous
1
x
x
2
x
x
3
x
-
-
4
x
x
5
x
x
6
x
x
7
x
x
8
x
x
9
x
x
10
x
-
-

Slide 8 - Slide

Stem-and-leaf diagram

Slide 9 - Slide

Stem-and-leaf diagram

Slide 10 - Slide

Stem and leaf worksheet

Slide 11 - Slide

Measures of central tendency
Mode: The value that occurs most often 

Median: The middle value (when the data is put in order)

Mean: The average for the dataset

Slide 12 - Slide

Measures of central tendency
Median: The middle value (when the data is put in order)

n = amount of values  
When n = odd




2(n+1)
Median =           th value
n = 19

Slide 13 - Slide

Measures of central tendency
Median: The middle value (when the data is put in order)

n = amount of values 

When n = even







Median =           th value

Take average of the middle values
2(n+1)
n = 30

Slide 14 - Slide

Mode =



Median = 



Range = 

Key: 6|4 represents a score of 64
90
74
86
84
58
44

Slide 15 - Drag question

Take out your diaries 


Homework for Tuesday 7-2-2023:

              Practice 2 on p.308-309: #3,4
             Practice 3 on p. 310-311: ALL


Slide 16 - Slide

How do you feel about this subject? 
Green              I would like a challenge
Orange           I would like to have some more practice
Red                  I would like to have some more practice and some  more help

Slide 17 - Slide

Slide 18 - Video

Slide 19 - Slide

Slide 20 - Slide

Slide 21 - Slide

Slide 22 - Slide

Slide 23 - Slide

Slide 24 - Slide

Measures of dispersion


Range: The difference between the largest and smallest value

Slide 25 - Slide