sunny A fishing tournament was held last year at The Fishing Academy. The organizer recorded the weight of each of the 32 fish caught. The smallest weight was 15 lb, and the largest was 21 lb. The table gives the mean, median, range, and interquartile range (IQR) of the data set. (a) Select the best description of spread for the data set. We can tell by the number of fish caught that the difference between the largest and smallest fish (in lb) is We can tell by the range that the difference between the largest and smallest fish (in lb) is 6. OWe can tell by the median that the difference between the largest and smallest fish (in lb) is 20. Continue O Graph 1 (The data set is symmetric.) (c) Select the graph with the shape that best fits the summary values. Number of fish 15 16 19 17 18 fish weight 20 Q Search 21 (b) Select the best description of center for the data set. The "average" fish (in lb) was about 19 or 20, based on the mean and median. The "average" fish (in lb) was about 4 to 6, based on the IQR and range. Number of fish Mean 19 The "average" fish (in lb) was about 32, which is the number of fish caught. 15 16 Summary values Median 20 Graph 2 (The data set is not symmetric.) JA W Range IQR 6 4 17 18 fish weight 19 20 21 C घ X Submit Ass Ⓒ2024 McGraw Hill LLC. All Rights Reserved. Terms of Use Privacy Center C Co
sunny A fishing tournament was held last year at The Fishing Academy. The organizer recorded the weight of each of the 32 fish caught. The smallest weight was 15 lb, and the largest was 21 lb. The table gives the mean, median, range, and interquartile range (IQR) of the data set. (a) Select the best description of spread for the data set. We can tell by the number of fish caught that the difference between the largest and smallest fish (in lb) is We can tell by the range that the difference between the largest and smallest fish (in lb) is 6. OWe can tell by the median that the difference between the largest and smallest fish (in lb) is 20. Continue O Graph 1 (The data set is symmetric.) (c) Select the graph with the shape that best fits the summary values. Number of fish 15 16 19 17 18 fish weight 20 Q Search 21 (b) Select the best description of center for the data set. The "average" fish (in lb) was about 19 or 20, based on the mean and median. The "average" fish (in lb) was about 4 to 6, based on the IQR and range. Number of fish Mean 19 The "average" fish (in lb) was about 32, which is the number of fish caught. 15 16 Summary values Median 20 Graph 2 (The data set is not symmetric.) JA W Range IQR 6 4 17 18 fish weight 19 20 21 C घ X Submit Ass Ⓒ2024 McGraw Hill LLC. All Rights Reserved. Terms of Use Privacy Center C Co
MATLAB: An Introduction with Applications
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Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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
Transcribed Image Text:sunny
A fishing tournament was held last year at The Fishing Academy. The organizer recorded the
weight of each of the 32 fish caught. The smallest weight was 15 lb, and the largest was 21 lb.
The table gives the mean, median, range, and interquartile range (IQR) of the data set.
(a) Select the best description of spread for the data set.
We can tell by the number of fish caught that the
difference between the largest and smallest fish (in lb) is
We can tell by the range that the difference between the
largest and smallest fish (in lb) is 6.
OWe can tell by the median that the difference between
the largest and smallest fish (in lb) is 20.
Continue
O Graph 1 (The data set is symmetric.)
(c) Select the graph with the shape that best fits the summary values.
Number of fish
15
16
19
17 18
fish weight
20
Q Search
21
(b) Select the best description of center for the data set.
The "average" fish (in lb) was about 19 or 20, based on
the mean and median.
The "average" fish (in lb) was about 4 to 6, based on
the IQR and range.
Number of fish
Mean
19
The "average" fish (in lb) was about 32, which is the
number of fish caught.
15 16
Summary values
Median
20
Graph 2 (The data set is not symmetric.)
JA
W
Range IQR
6
4
17 18
fish weight
19 20 21
C
घ
X
Submit Ass
Ⓒ2024 McGraw Hill LLC. All Rights Reserved. Terms of Use Privacy Center
C
Co
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