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Quantitative
reasoning II -
final project
Sarah Lee • Hannah Pierce
Introduction
Variables
● Variables
○ Urban population [ %Urban ]
○ Percentage population with commute over 1 hr [ %LongCommute ]
○ Percentage population with bachelor’s degrees [ %BA ]
○ Percentage population with graduate degrees [ % MA ]
● Hypotheses
○ Negative linear relationship between %Longcommute VS %BA/MA
○ Positive linear relationship between %Longcommute VS %Urban
○ Positive linear relationship between %Urban VS %BA/MA
Patterns Across the United States
● %Urban
○ 1st highest D.C. at 100%
○ 2nd highest California at 95%
○ Lowest Maine with 38.7%
○ Highest urban populations on the East and West coasts
● %LongCommute
○ Highest New York at 16.6%
○ Lowest South Dakota at 2.6%
○ Highest commute times in Northeastern states
○ Lowest commute times in Midwestern states
Patterns Across the United States
● %BA
○ 1st highest D.C. at 50%
○ 2nd highest Massachusetts at 39%
○ Lowest West Virginia at 17.5%
○ Highest degree holders in
Northeastern states
○ Lowest degree holders in
Southeastern states
● %MA
○ 1st highest D.C. at 26.9%
○ 2nd highest Massachusetts at 16.7%
○ Lowest Arkansas at 6.3%
○ Regional trends similar to %BA
Univariate analysis
%BA
Median = 27.1%
Mean = 28%
SD = 5.7%
Distribution is
positively / right
skewed
Outlier: D.C.
Excluding outlier,
distribution is normal
%MA
Median = 9.4%
Mean = 10.3%
SD = 3.4%
Distribution is
positively / right
skewed
Outlier: D.C.
Excluding outlier,
distribution is similar
%Urban
Median = 74.2%
Mean = 74.1%
SD = 14.9%
Distribution is almost
normal
Outlier: D.C.
Excluding outlier,
distribution is similar
or slightly negative /
left skewed
%LongCommute
Median = 5.8%
Mean = 6.8%
SD = 14.9%
Distribution is
positively / right
skewed
Outliers: Maryland,
New Jersey, New York
Excluding outliers,
distribution is closer
to normal but still
positively / right
skewed
Bivariate analysis
%BA VS %Urban
Positive linear relationship
y = 37.88 + 1.30x
r = +0.50 (moderate)
r2
= 0.25
%MA VS %Urban
Positive linear relationship
y = 52.23 + 2.12x
r = +0.48 (moderate)
r2
= 0.23
%BA VS %LongCommute
Positive linear relationship
y = 0.86 + 0.21x
r = +0.43 (moderate)
r2
= 0.18
%MA VS %LongCommute
Positive linear relationship
y = 2.39 + 0.43x
r = +0.51 (moderate)
r2
= 0.26
%Urban VS %LongCommute
Positive linear relationship
y = 0.37 + 0.087x
r = +0.45 (moderate)
r2
= 0.21
Summary and investigation
Summary of observations of relationships
● Highest correlation between %MA and %LongCommute at
r = +0.51
● %LongCommute increases as %Urban increases
● Both are unexpected results, results are correlated
● As % graduates increases, more people live in urban areas
● Commute times increase due to high traffic in urban areas
● Walking or biking slower modes of transportation than cars,
potential increase in %LongCommute data
Regional Comparisons
Regional Comparisons
Regional Comparisons

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Quantitative reasoning II - final project presentation

  • 1. Quantitative reasoning II - final project Sarah Lee • Hannah Pierce
  • 3. Variables ● Variables ○ Urban population [ %Urban ] ○ Percentage population with commute over 1 hr [ %LongCommute ] ○ Percentage population with bachelor’s degrees [ %BA ] ○ Percentage population with graduate degrees [ % MA ] ● Hypotheses ○ Negative linear relationship between %Longcommute VS %BA/MA ○ Positive linear relationship between %Longcommute VS %Urban ○ Positive linear relationship between %Urban VS %BA/MA
  • 4. Patterns Across the United States ● %Urban ○ 1st highest D.C. at 100% ○ 2nd highest California at 95% ○ Lowest Maine with 38.7% ○ Highest urban populations on the East and West coasts ● %LongCommute ○ Highest New York at 16.6% ○ Lowest South Dakota at 2.6% ○ Highest commute times in Northeastern states ○ Lowest commute times in Midwestern states
  • 5. Patterns Across the United States ● %BA ○ 1st highest D.C. at 50% ○ 2nd highest Massachusetts at 39% ○ Lowest West Virginia at 17.5% ○ Highest degree holders in Northeastern states ○ Lowest degree holders in Southeastern states ● %MA ○ 1st highest D.C. at 26.9% ○ 2nd highest Massachusetts at 16.7% ○ Lowest Arkansas at 6.3% ○ Regional trends similar to %BA
  • 7. %BA Median = 27.1% Mean = 28% SD = 5.7% Distribution is positively / right skewed Outlier: D.C. Excluding outlier, distribution is normal
  • 8. %MA Median = 9.4% Mean = 10.3% SD = 3.4% Distribution is positively / right skewed Outlier: D.C. Excluding outlier, distribution is similar
  • 9. %Urban Median = 74.2% Mean = 74.1% SD = 14.9% Distribution is almost normal Outlier: D.C. Excluding outlier, distribution is similar or slightly negative / left skewed
  • 10. %LongCommute Median = 5.8% Mean = 6.8% SD = 14.9% Distribution is positively / right skewed Outliers: Maryland, New Jersey, New York Excluding outliers, distribution is closer to normal but still positively / right skewed
  • 12. %BA VS %Urban Positive linear relationship y = 37.88 + 1.30x r = +0.50 (moderate) r2 = 0.25
  • 13. %MA VS %Urban Positive linear relationship y = 52.23 + 2.12x r = +0.48 (moderate) r2 = 0.23
  • 14. %BA VS %LongCommute Positive linear relationship y = 0.86 + 0.21x r = +0.43 (moderate) r2 = 0.18
  • 15. %MA VS %LongCommute Positive linear relationship y = 2.39 + 0.43x r = +0.51 (moderate) r2 = 0.26
  • 16. %Urban VS %LongCommute Positive linear relationship y = 0.37 + 0.087x r = +0.45 (moderate) r2 = 0.21
  • 18. Summary of observations of relationships ● Highest correlation between %MA and %LongCommute at r = +0.51 ● %LongCommute increases as %Urban increases ● Both are unexpected results, results are correlated ● As % graduates increases, more people live in urban areas ● Commute times increase due to high traffic in urban areas ● Walking or biking slower modes of transportation than cars, potential increase in %LongCommute data