The next 4 questions relate to the same boxplot graph, shown below.
Question 4 of 7
The boxplots below show the real estate values of single family homes in 2 neighboring cities (in thousands of dollars).
Which city has more homes?
A. Tinytown
B. Bigburg
C. Both cities have the same number of households.
D. It is impossible to tell from the boxplots.
Question 5 of 7
Here again are the boxplots showing the real estate values of single family homes in 2 neighboring cities (in thousands of dollars).
Which city has greater variability in real estate values?
A. Tinytown
B. Bigburg
C. Both cities have the same variability in real estate values.
D. It is impossible to tell from the boxplots.
Question 6 of 7
Here again are the boxplots showing the real estate values of single family homes in 2 neighboring cities (in thousands of dollars).
Which city has the greater percentage of homes with real estate values above $150,000?
A. Tinytown
B. Bigburg
C. Both cities have the same percentage of homes with real estate values above $150,000.
D. It is impossible to tell from the boxplots.
Question 7 of 7
Here again are the boxplots showing the real estate values of single family homes in 2 neighboring cities (in thousands of dollars).
Which city has a greater percentage of homes with real estate values between $60,000 and $150,000?
A. Tinytown
B. Bigburg
C. Both cities have the same percentage of homes with real estate value between $60,000 and $150,000.
D. It is impossible to tell from the box plots.
Homework Answers
4)
D. It is impossible to tell from the boxplots. (as box plot are not based upon frequencies)
5)
B. Bigburg ; as it has the higher spread
6)
C. Both cities have the same percentage of homes with real estate values above $150,000.
(as both have median at 150,000. )
7)
B. Bigburg
Add Answer to:
The next 4 questions relate to the same boxplot graph, shown below. Question 4 of 7...
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clc; close all; clear all;
Mvs= 10;
Avs=30*pi/180;
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% Impedances values
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% total equivalent impedance of series R, L and C
Zeq = ; %complete
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plot the three voltages Vr, Vc and VL. Run MATLAB then pick an
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clc; close all; clear all;
Mvs= 10;
Avs=30*pi/180;
[Xvs Yvs]=pol2cart(Avs, Mvs);
Vs=Xvs+j*Yvs;
% Impedances values
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Zeq = ; %complete
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