The question asks about the fundamental idea behind constructing poverty-weighted indices of growth. This concept is used in economics to measure how economic growth affects different segments of society, particularly the poor.
Poverty-weighted indices are special ways of measuring economic growth. Instead of just looking at the overall increase in national income (like GDP), they try to understand how this growth impacts people at different income levels. The key idea is to pay special attention to the incomes and well-being of those living in poverty.
Let's look at why the chosen option is the most fitting:
In essence, constructing poverty-weighted indices of growth involves creating a measurement tool that values the income gains of the poor significantly. This ensures that economic policies are evaluated not just on overall growth figures, but also on how effectively they lift people out of poverty and improve living standards across all income levels. Option 1 best captures this principle of fairness and inclusivity in measuring growth.
Match List-I with List-II:
| List-I (Concepts) | List-II (their expression) (where, gm=manufacturing output growth, gGDP=GDP growth, Pnm=productivity in outside manufacturing, Pm=Productivity in manufacturing) |
|---|---|
| A. Kaldor's first law of growth | I. Pnm = f(gm), f' > 0 |
| B. Kaldor's second law of growth | II. ȳ = ε · (u − u*) |
| C. Kaldor's third law of growth | III. gGDP = f(gm), f' > 0 |
| D. Okun's law | IV. Pm = f(gm), f' > 0 |
Choose the correct answer from the options given below :