(iii) How many times was the total investment in District B in 1995 and 1996 compared to District A?

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Points to Remember:

  • The question requires a purely factual, mathematical answer.
  • We need data on total investment in District A and District B for 1995 and 1996 to calculate the ratio. The question cannot be answered without this data.

Introduction:

This question asks for a simple ratio calculation comparing total investment in District B to that of District A across two years (1995 and 1996). To answer this, we need the specific investment figures for both districts in both years. Without this data, a precise numerical answer is impossible. The approach is purely factual and mathematical; no analysis or opinion is required.

Body:

Data Requirements:

To calculate the required ratio, we need the following data:

  • Investment in District A in 1995: (Let’s denote this as A1995)
  • Investment in District A in 1996: (Let’s denote this as A1996)
  • Investment in District B in 1995: (Let’s denote this as B1995)
  • Investment in District B in 1996: (Let’s denote this as B1996)

Calculation:

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Once we have the above data, the calculation is straightforward:

  1. Total Investment in District B (1995-1996): B1995 + B1996
  2. Total Investment in District A (1995-1996): A1995 + A1996
  3. Comparison Ratio: (B1995 + B1996) / (A1995 + A1996)

This ratio will represent how many times larger (or smaller) the total investment in District B was compared to District A over the two-year period. For example, if the ratio is 1.5, it means the total investment in District B was 1.5 times that of District A. If the ratio is 0.5, it means the total investment in District B was half that of District A.

Conclusion:

The question requires specific investment data for Districts A and B in 1995 and 1996 to provide a numerical answer. Without this data, a precise comparison cannot be made. The calculation itself is a simple ratio calculation, requiring only addition and division. Once the necessary data is provided, the calculation can be performed easily to determine the comparative investment levels between the two districts. The process emphasizes the importance of accurate data collection and its crucial role in effective policy analysis and resource allocation.

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