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Reasons for an Ideal Index Number.

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  • The formula for Fisher’s index number takes into account the prices and quantities of both, the base year as well as the current year.
  • It is defined as the geometric mean which is considered to be the best average for the index number.
  • It satisfies the basic tests of a good index number.
  • It is not biased because it balances the drawbacks of Laspeyre’s and Paasche’s index number.

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