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The dot plots show the numbers of apples picked by members of two different tour groups at an orchard.

dot plots

Which statement correctly compares these two data sets?



Question 2 options:

the distribution of the data is symmetrical for both data sets.


The median of the data is the same for both data sets.


the mode of the data is the same for both data sets.


The range of the data is the same for both data sets.

The Dot Plots Show The Numbers Of Apples Picked By Members Of Two Different Tour Groups At An Orchard Dot Plots Which Statement Correctly Compares These Two Dat class=

Sagot :

akposevictor

Given the two dot plots showing the numbers of apples picked at an orchard by members of two groups, the statement that is true when the dot plots are compared is: D. The range of the data for both data sets is the same

Examining the two given dot plots representing numbers of apples picked by two different groups at an orchard, the following can be deduced:

1. None of the dot plots show a data set distribution that is symmetrical:

  • A symmetrical data distribution will most likely have a bell shape, and more so, if you divide the graph, into two, each half will almost be the mirror of the other. This is not so for the two dot plots.

2.The median of the data of both sets are not the same:

  • Median is the middle value of a data set.
  • Median for Group 1 lies between "5 and 6"
  • Median for Group 2 lies within "6"
  • Medians for both are therefore not the same.

3. The mode for both data sets are not the same:

  • Mode for group 1 is 5
  • Mode for group 2 is 7

4. Both data sets have the same range:

  • The range for group 1 is: 10 - 1 = 9
  • The range for group 2 is: 10 - 1 = 9

Therefore, given the two dot plots showing the numbers of apples picked at an orchard by members of two groups, the statement that is true when the dot plots are compared is: D. The range of the data for both data sets is the same

Learn more here:

https://brainly.com/question/17170054

savagebeast228492

Answer:

Step-by-step explanation:

Given the two dot plots showing the numbers of apples picked at an orchard by members of two groups, the statement that is true when the dot plots are compared is: D. The range of the data for both data sets is the same

Examining the two given dot plots representing numbers of apples picked by two different groups at an orchard, the following can be deduced:

1. None of the dot plots show a data set distribution that is symmetrical:

A symmetrical data distribution will most likely have a bell shape, and more so, if you divide the graph, into two, each half will almost be the mirror of the other. This is not so for the two dot plots.

2.The median of the data of both sets are not the same:

Median is the middle value of a data set.

Median for Group 1 lies between "5 and 6"

Median for Group 2 lies within "6"

Medians for both are therefore not the same.

3. The mode for both data sets are not the same:

Mode for group 1 is 5

Mode for group 2 is 7

4. Both data sets have the same range:

The range for group 1 is: 10 - 1 = 9

The range for group 2 is: 10 - 1 = 9

Therefore, given the two dot plots showing the numbers of apples picked at an orchard by members of two groups, the statement that is true when the dot plots are compared is: D. The range of the data for both data sets is the same

Learn more here:

brainly.com/question/17170054

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