b) Find the mean and median if you throw out Alaska, which has the largest area by far. What does this tell you? Largest area will be 269 square miles. The mean will become 118.7; the median will now be 71 The huge amount of difference from 665 and 269 has only a little change of results when we try to average the given data sets, we can conclude that the change in a curve wont greatly affect the results of our mean and median
b) Find the mean and median if you throw out Alaska, which has the largest area by far. What does this tell you? Largest area will be 269 square miles. The mean will become 118.7; the median will now be 71 The huge amount of difference from 665 and 269 has only a little change of results when we try to average the given data sets, we can conclude that the change in a curve wont greatly affect the results of our mean and median
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
answer letter B using the above informations
![1.
The total areas, in thousands of square miles, of the 15 largest states in the United States are provided in
the list below. Find the mean area for these 15 states. Do you think it's an accurate reflection of the
most typical size? Why or why not?
665
98
269 164
98
97
147
122
87 85 84 82
114 111 104
Mean: 155.1
Yes, it is accurate because the spread of the data stays from within 80 to 150 (mostly) so I can therefore
say it is accurate.
2. a) Find the median of the land areas in number 1 above. Compare to the mean, and discuss the
difference. Try to come up with an explanation for the discrepancy.
Median: 104
Mean: 155.1
They are both accurate since the difference of their results is just a small value
b) Find the mean and median if you throw out Alaska, which has the largest area by far. What does this
tell you?
Largest area will be 269 square miles. The mean will become 118.7; the median will now be 71
The huge amount of difference from 665 and 269 has only a little change of results when we try to
average the given data sets, we can conclude that the change in a curve wont greatly affect the results of
our mean and median
Acti](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F08687298-6431-4ad5-960f-bbd7b3d48a12%2Ff15298b9-4e7a-487f-b152-2173006d9e9e%2Frmhz5h3_processed.png&w=3840&q=75)
Transcribed Image Text:1.
The total areas, in thousands of square miles, of the 15 largest states in the United States are provided in
the list below. Find the mean area for these 15 states. Do you think it's an accurate reflection of the
most typical size? Why or why not?
665
98
269 164
98
97
147
122
87 85 84 82
114 111 104
Mean: 155.1
Yes, it is accurate because the spread of the data stays from within 80 to 150 (mostly) so I can therefore
say it is accurate.
2. a) Find the median of the land areas in number 1 above. Compare to the mean, and discuss the
difference. Try to come up with an explanation for the discrepancy.
Median: 104
Mean: 155.1
They are both accurate since the difference of their results is just a small value
b) Find the mean and median if you throw out Alaska, which has the largest area by far. What does this
tell you?
Largest area will be 269 square miles. The mean will become 118.7; the median will now be 71
The huge amount of difference from 665 and 269 has only a little change of results when we try to
average the given data sets, we can conclude that the change in a curve wont greatly affect the results of
our mean and median
Acti
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