Introduction
Statistical interpretation of demographic data involves extracting discrete segment values across geographic units and applying standard proportional and ratio analyses. Based on the data for the population aged above 60 across States A, B, C, and D, calculations can be systematically performed to evaluate urban-rural distribution and gender balance.
1. Baseline Data Extraction
Compiling the demographic counts for the population aged above 60 across the four states:
- State A: Urban Male (UM) = 1,600; Urban Female (UF) = 2,600; Rural Male (RM) = 3,200; Rural Female (RF) = 2,140. Total Population = 9,540.
- State B: Urban Male (UM) = 3,100; Urban Female (UF) = 820; Rural Male (RM) = 3,800; Rural Female (RF) = 4,160. Total Population = 11,880.
- State C: Urban Male (UM) = 940; Urban Female (UF) = 900; Rural Male (RM) = 1,840; Rural Female (RF) = 900. Total Population = 4,580.
- State D: Urban Male (UM) = 3,490; Urban Female (UF) = 1,860; Rural Male (RM) = 5,820; Rural Female (RF) = 600. Total Population = 11,770.
(a) State with the Highest Proportion of Rural Females
Proportion = Rural Female Population / Total State Population
- State A: 2,140 / 9,540 = 0.2243 (22.43%)
- State B: 4,160 / 11,880 = 0.3501 (35.01%)
- State C: 900 / 4,580 = 0.1965 (19.65%)
- State D: 600 / 11,770 = 0.0509 (5.09%)
Conclusion: State B has the highest proportion of rural females to its total population at 35.01%.
(b) State with the Highest Urban-Rural Ratio of Males
Ratio = Urban Males / Rural Males
- State A: 1,600 / 3,200 = 0.500
- State B: 3,100 / 3,800 = 0.816
- State C: 940 / 1,840 = 0.511
- State D: 3,490 / 5,820 = 0.599
Conclusion: State B has the highest urban-rural ratio of males aged over 60 (0.816).
(c) State with the Lowest Male to Female Ratio in Urban Habitat
Ratio = Urban Males / Urban Females
- State A: 1,600 / 2,600 = 0.615
- State B: 3,100 / 820 = 3.780
- State C: 940 / 900 = 1.044
- State D: 3,490 / 1,860 = 1.876
Conclusion: State A has the lowest male to female ratio in the urban habitat (0.615).
(d) Gender with the Smallest Percentage Presence in Urban Habitat
Aggregate urban populations across all four states:
- Total Urban Males: 1,600 + 3,100 + 940 + 3,490 = 9,130
- Total Urban Females: 2,600 + 820 + 900 + 1,860 = 6,180
- Total Urban Population: 9,130 + 6,180 = 15,310
Percentage shares:
- Urban Male Share: (9,130 / 15,310) × 100 = 59.63%
- Urban Female Share: (6,180 / 15,310) × 100 = 40.36%
Conclusion: Females have the smallest percentage presence in the urban habitat (40.36%).
(e) State with the Highest Percentage of Rural Males
Percentage = (Rural Males / Total Population of State) × 100
- State A: (3,200 / 9,540) × 100 = 33.54%
- State B: (3,800 / 11,880) × 100 = 31.98%
- State C: (1,840 / 4,580) × 100 = 40.17%
- State D: (5,820 / 11,770) × 100 = 49.44%
Conclusion: State D has the highest percentage of rural males to total population at 49.44% (and also when measured against total state males at 62.51%).
Conclusion
The step-by-step ratio and percentage calculations establish that State B leads in rural female concentration and male urbanisation, State A displays a female-dominant urban elderly demographic, females form the minority in total urban elderly population, and State D shows the highest rural male concentration.