(a) Select the best description of center for the data set.(b) Select the best description of spread for the data set.O Based on the mean and median, we see that theO The difference between the largest and smallesttemperature (in °F) is 56. (This is the number of days the"average" temperature (in °F) was about 79.temperature was recorded.)O Based on the range, we see that the "average"temperature (in °F) was about 6.The difference between the largest and smallesttemperature (in °F) is 6. (This is the range.)OBased on the IQR, we see that the "average"temperature (in °F) was about 4.The difference between the largest and smallesttemperature (in °F) is 79. (This is the mean.)(c) Select the graph with the shape that best fits the summary values.O Graph 1 (The data set is symmetric.)Graph 2 (The data set is not symmetric.)8182798081828376777879 80Temperature (°F)Temperature (°F)SpotifySEP21010...Number of daysNumber of days Our class recorded the temperature at noon each day for 56 school days in autumn. The lowesttemperature (in °F) was 76, and the highest was 82. The table gives the mean, median, range,Summary valuesand interquartile range (IQR) of the data set.MeanMedianRange6.IQR4.7979(a) Select the best description of center for the data set.(b) Select the best description of spread for the data set.Based on the mean and median, we see that theThe difference between the largest and smallest"average" temperature (in °F) was about 79.temperature (in °F) is 56. (This is the number of days thetemperature was recorded.)O Based on the range, we see that the "average"temperature (in °F) was about 6.The difference between the largest and smallesttemperature (in °F) is 6. (This is the range.)Based on the IQR, we see that the "average"temperature (in °F) was about 4.The difference between the largest and smallesttemperature (in °F) is 79. (This is the mean.)(c) Select the graph with the shape that best fits the summary values.Graph 1 (The data set is symmetric.)OGraph 2 (The data set is not symmetric.)Microsoft PowerPoint767778 798081827980818283210SEP10Number of daysNumber of days

Given Data: Mean Median Range IQR 79 79 6 4 a) Center for the data set means the value…

Answered: Our class recorded the temperature at…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Our class recorded the temperature at noon each day for 56 school days in autumn. The lowest temperature (in °F) was 76, and the highest was 82. The table gives the mean, median, range, Summary values and interquartile range (IQR) of the data set. Mean Median Range IQR 6. 79 79 4.