Discussion
Research Question 1
Our results suggest a significant difference in average household income between urban and rural
areas in the Philippines,
with urban areas consistently exhibiting higher income levels than rural areas. This disparity has been
increasing over the years,
highlighting a growing economic gap.
Higher income levels in urban areas, particularly in NCR, reflect greater access to economic opportunities,
education, healthcare, and infrastructure.
Conversely, rural areas, where income levels are significantly lower, often lack access or the means to
avail of these essential services.
This income disparity amplifies social inequalities, leading to a concentration of wealth and resources in
urban areas,
while rural areas remain underdeveloped.
This further highlights the concept of Imperial Manila—the centralization of economic and political
power in the NCR—
since our findings show that the region constantly has a 100% urbanity percentage.
This urban-centric development model has led to an imbalance where Manila and other urban areas attract the
majority of investments, jobs,
and services, leaving other regions, particularly rural areas, underfunded and underdeveloped.
Research Question 2
Our graphs suggest that the CPI increases at a rate that is comparable to that of urban income levels,
which imply that rural income levels are lagging behind. However, results from our significance tests
indicate that there is
no statistically significant relationship between CPI and income disparity, suggesting that there may
be confounding factors involved.
With that knowledge, other factors or data that contribute to the income inequality between rural and urban
areas may be considered and further explored.
Aside from this, we might also need to consider politics and the ever-changing economic policies that affect
both rural and urban areas.
Truly, problems as complex as these should not be tied down to one factor alone but must be thoroughly
evaluated with all the good candidate
causes considered.
Limitations
The major limitation we encountered is that the data we used (FIES) is only recorded every 3 years.
On top of that, there is also missing data in the FIES dataset for the year 2003.
To resolve this, we performed interpolation in order to compensate for the missing values to achieve the
most accurate results possible.