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e2020.geniussis.com/FEDashbc
Int Math Top 2 B - Imagine Edg
n.edgenuity.com/player/
deling Statistics Given a Data Plot
ot shows the temperatures (in 
^(@)F ) for a group of who visited a doctor's office.







Temperature of Children


at a Doctor's Office







X




x



x



x



x




x



x

x
x

x
x


96
97
98
99
100




What conclusions can be drawn from the data set Check all that apply.
The measures of center are the same.
The interquartile range is 4 .
There is little variability in the data.
The average temperature is 98.
The data is clustered around the mean.

e20202020.geniussis.com/FEDashbc\newlineInt Math Top 22 B - Imagine Edg\newlinen.edgenuity.com/player/\newlinedeling Statistics Given a Data Plot\newlineot shows the temperatures (in F^\circ F) for a group of who visited a doctor's office.\newline\newlineTemperature of Children\newline\newlineat a Doctor's Office\newline\newlineX\newline\newlinex\newline\newlinex\newline\newlinex\newline\newlinex\newline\newlinex\newline\newlinex\newlinex\newlinex\newlinex\newlinex\newline\newline9696\newline9797\newline9898\newline9999\newline100100\newline\newlineWhat conclusions can be drawn from the data set Check all that apply.\newlineThe measures of center are the same.\newlineThe interquartile range is 44.\newlineThere is little variability in the data.\newlineThe average temperature is 9898.\newlineThe data is clustered around the mean.

Full solution

Q. e20202020.geniussis.com/FEDashbc\newlineInt Math Top 22 B - Imagine Edg\newlinen.edgenuity.com/player/\newlinedeling Statistics Given a Data Plot\newlineot shows the temperatures (in F^\circ F) for a group of who visited a doctor's office.\newline\newlineTemperature of Children\newline\newlineat a Doctor's Office\newline\newlineX\newline\newlinex\newline\newlinex\newline\newlinex\newline\newlinex\newline\newlinex\newline\newlinex\newlinex\newlinex\newlinex\newlinex\newline\newline9696\newline9797\newline9898\newline9999\newline100100\newline\newlineWhat conclusions can be drawn from the data set Check all that apply.\newlineThe measures of center are the same.\newlineThe interquartile range is 44.\newlineThere is little variability in the data.\newlineThe average temperature is 9898.\newlineThe data is clustered around the mean.
  1. Identify data points: Identify the data points.\newlineData points: 9696, 9797, 9898, 9999, 100100
  2. Calculate mean temperature: Calculate the mean (average) temperature.\newlineMean = (96+97+98+99+100)/5=98(96 + 97 + 98 + 99 + 100) / 5 = 98
  3. Determine range and IQR: Determine the range and interquartile range (IQR).\newlineRange = 10096=4100 - 96 = 4\newlineTo find the IQR, arrange data: 96,97,98,99,10096, 97, 98, 99, 100. Median (Q2Q2) = 9898, Q1=97Q1 = 97, Q3=99Q3 = 99\newlineIQR = Q3Q1=9997=2Q3 - Q1 = 99 - 97 = 2
  4. Analyze variability and clustering: Analyze the variability and clustering.\newlineSince the range and IQR are small, there is little variability in the data. The data points are clustered around the mean, 9898.

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