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In deflating a cost, the total cost for the current period is multiplied by the ratio of the inflation index in the base year to the inflation index in the current year A. True B. False

Question

In deflating a cost, the total cost for the current period is multiplied by the ratio of the inflation index in the base year to the inflation index in the current year A. True B. False

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Solution

To answer the question, we need to determine whether the statement is true or false.

The statement claims that in deflating a cost, the total cost for the current period is multiplied by the ratio of the inflation index in the base year to the inflation index in the current year.

To verify the accuracy of this statement, we can break it down into two parts:

  1. Multiplying the total cost for the current period by the ratio of the inflation index in the base year to the inflation index in the current year.
  2. Deflating a cost.

Let's examine each part separately:

  1. Multiplying the total cost for the current period by the ratio of the inflation index in the base year to the inflation index in the current year:

    • This step is indeed a common method used to adjust or "deflate" costs to account for inflation. By multiplying the total cost by the ratio of the inflation indices, we can adjust the cost to reflect the purchasing power of the base year.
    • Therefore, this part of the statement is true.
  2. Deflating a cost:

    • Deflating a cost refers to adjusting the cost to remove the effects of inflation, allowing for a more accurate comparison of costs over time.
    • The method described in the statement, multiplying the total cost by the ratio of inflation indices, aligns with the concept of deflating a cost.
    • Therefore, this part of the statement is also true.

Based on the analysis of both parts, we can conclude that the statement is true.

This problem has been solved

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