Data sets& Graph
Find components to a graph
Define the graph's traits
100

For the data set answer the following:

Find the Min. & the Max

40,20,10,60,30,50

Min: 10

Max: 60

100

Find the following for each graph:

Min:          Lower quartile:         Median:

Upper Quartile:               Max:

Symmetry:            Interquartile: 

Min:   1       Lower quartile:   2      Median:7

Upper Quartile:    9           Max:11.5

Symmetry:  No, Skewed left      Interquartile: 7

100

Ms.C collected the following scores for 28 students in her class. Use the graph to answer the following: 

What is the median and what does it mean in the terms of this context?

What is the median and what does it mean in the terms of this context?

Median: 68 

It means that the majority/average of her students are closer to passing then failing.

200

For the data set answer the following:

Find the median:

40,20,10,60,30,50

Median: 35

200

Find the following:

Min:          Lower quartile:         Median:

Upper Quartile:               Max:

Symmetry:            Interquartile: 


Min: 1       Lower quartile:   3       Median:  7

Upper Quartile:   12            Max: 16

Symmetry:  No, Skewed right     Interquartile: 9

200

Ms.C collected the following scores for 28 students in her class. Use the graph to answer the following: 

What is the interquartile range of the data? What does it mean in terms of the situation?


What is the interquartile range of the data? What does it mean in terms of the situation?

Interquartile: Upper - Lower= 87-52= 35

It means the difference in grades from the highest peak to the lowest. 

300

For the data set answer the following:

Find the Lower & Upper Quartile :

40,20,10,60,30,50

Lower: 20

Upper: 50

300

Find the following:  

Min:          Lower quartile:         Median:

Upper Quartile:               Max:

Symmetry:            Interquartile: 

Min: 30       Lower quartile:  55      Median: 78

Upper Quartile: 100              Max:  125

Symmetry:  No, skewed right         Interquartile: 45

300

Ms.C collected the following scores for 28 students in her class. Use the graph to answer the following:

Does the data appear to be symmetrical? Explain why or why not? 

 

Does the data appear to be symmetrical? Explain why or why not? 

Yes, it is symmetrical because median is in the middle. 

400

For the data set answer the following:

Find the mean & Graph this data set:

40,20,10,60,30,50

Mean: 35

Graph is on One note

400

Find the following for both graphs 

Min:          Lower quartile:         Median:

Upper Quartile:               Max:

Symmetry:            Interquartile: 

Min: 61        Min:  66    Lower: 63    Lower: 68

Median:  65.5        Median:  69

Upper:  68    Upper:  72       Max: 69   Max:74

Symmetry: Symmetrical   Inter: 5

Symmetry: No, right skew    Inter: 4

400

Ms.C collected the following scores for 28 students in her class. Use the graph to answer the following:

About what percentage of students grades are 70 & higher? How many students would this be approximately? Show your work.

50% of students have a 70 or higher. Based on the 50 % there are 14 students who are in that range.

28 x .50 = 14 students 

500

For the data set answer the following:

Find the interquartile:

40,20,10,60,30,50

Upper 50 - Lower 20= Interquartile 30 

500

Find the following for both graphs 

Min:          Lower quartile:         Median:

Upper Quartile:               Max:

Symmetry:            Interquartile: 

Min:56        Min: 64    Lower: 66    Lower: 73

Median:  70.5      Median: 77

Upper: 80   Upper: 80.5       Max: 85   Max:92

Symmetry: No, right skew  Inter: 14

Symmetry: No, left skew    Inter: 7.5

500

What conclusions can you draw from comparing the data from the box and whisker plots?

The majority of students are passing but a few are border line need to improve.