When a city experiences a sharp decline in population, the city's tax revenues, which pay for such city services as...
GMAT Critical Reasoning : (CR) Questions
When a city experiences a sharp decline in population, the city's tax revenues, which pay for such city services as police protection and maintenance of water lines, also decrease. The area to be policed and the number and length of the water lines to be maintained, however, do not decrease. Attempting to make up the tax revenue lost by raising tax rates is not feasible, since higher tax rates would cause even more residents to leave.
The information given most strongly supports which of the following general claims?
Passage Visualization
Passage Statement | Visualization and Linkage |
---|---|
When a city experiences a sharp decline in population, the city's tax revenues, which pay for such city services as police protection and maintenance of water lines, also decrease. | Establishes: Direct relationship between population and tax revenue
|
The area to be policed and the number and length of the water lines to be maintained, however, do not decrease. | Establishes: Infrastructure costs remain constant despite population loss
|
Attempting to make up the tax revenue lost by raising tax rates is not feasible, since higher tax rates would cause even more residents to leave. | Establishes: Tax rate increases are counterproductive
|
Overall Implication | The Declining City Paradox: Cities experiencing population decline face an unsolvable budget crisis
Mathematical Reality: $35M revenue cannot adequately fund services that previously required $50M |
Valid Inferences
Inference: Cities experiencing sharp population decline will inevitably face deteriorating public services.
Supporting Logic: Since tax revenues decrease proportionally with population while infrastructure costs remain constant, and since raising tax rates to compensate would only accelerate population loss, declining cities cannot maintain their previous level of services. The passage establishes a mathematical impossibility: fewer taxpayers cannot adequately fund the same level of services that previously required more taxpayers, and the obvious solution is explicitly ruled out as counterproductive.
Clarification Note: The passage supports the inevitability of service deterioration, but does not specify which services will decline first or by how much. The inference is about the general trend, not specific outcomes for particular services.