PRC-2 · Chapter 9 · Question 49 of 60
How is Fisher's Ideal Index mathematically defined in statistical theory?
Test yourself: pick an answer
Reveal answer & explanation
Correct answer: C) The geometric mean (square root of the product) of the Laspeyres and Paasche indices.
Explanation
Fisher's Ideal Index perfectly resolves the respective biases of the Laspeyres (upward bias) and Paasche (downward bias) indices by mathematically calculating the strict geometric mean of the two.
More Indices MCQs
- Q51To properly convert a nominal wage into a 'real' wage (reflecting true inflation-adjusted purchasing power), what mathematical operation…
- Q52In economic statistics, the 'purchasing power of money' is mathematically defined strictly as:
- Q53If an official government price index rises from a base of 100 in 2018 to exactly 165 in 2025, what is the precise statistical…
- Q54If the sum of prices for four raw materials in the base year was Rs. 80, and the sum of their prices in the current year is Rs. 100, what…
- Q55When formulating a Laspeyres *Quantity* Index (rather than a standard price index), what historical data is utilized as the mathematical…
