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Separate Nominal Prices from Constant-Price Values - Practice 2

A price index can adjust a nominal amount to base-period purchasing-power units: nominal amount x 100 / index when the base index is 100.

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A price index can adjust a nominal amount to base-period purchasing-power units: nominal amount x 100 / index when the base index is 100. An index is a model of a chosen basket, not every person's exact costs. These figures are invented.

Worked example

At index 125, a nominal amount of 50 units becomes 50 x 100 / 125 = 40 base-period units.

At index 125, a nominal amount of 50 units becomes 50 x 100 / 125 = 40 base-period units.
At index 125, a nominal amount of 50 units becomes 50 x 100 / 125 = 40 base-period units.
Question 1 Fictional record 6: nominal amount 40, price index 100 with base 100. What is the amount in base-period units?
Question 2 Fictional record 7: nominal amount 55, price index 125 with base 100. What is the amount in base-period units?
Question 3 Fictional record 8: nominal amount 72, price index 150 with base 100. What is the amount in base-period units?
Question 4 Fictional record 9: nominal amount 104, price index 200 with base 100. What is the amount in base-period units?
Question 5 Fictional record 10: nominal amount 140, price index 250 with base 100. What is the amount in base-period units?