The starting population of the village is given as 2,90,000.
The population increased by 5% in the first year.
Increase = Initial Population $\times$ Percentage Increase
Increase = $2,90,000 \times \frac{5}{100}$
Increase = $2,900 \times 5 = 14,500$
Population (Year 1) = Initial Population + Increase
Population (Year 1) = $2,90,000 + 14,500 = 3,04,500$
The population further increased by 30% in the second year, based on the population at the end of the first year.
Increase = Population (Year 1) $\times$ Percentage Increase
Increase = $3,04,500 \times \frac{30}{100}$
Increase = $3,045 \times 30 = 91,350$
Population (Year 2) = Population (Year 1) + Increase
Population (Year 2) = $3,04,500 + 91,350 = 3,95,850$
The population of the village after two years is 3,95,850.
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