Lesson 4.2.1.3
4.2.1.3 Uses of index numbers Quiz: AQA Economics, Unit 2
20 questions
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Lesson 4.2.1.3, Uses of index numbers: 20 multiple choice questions for the AQA Economics (7136), Unit 2: The national and international economy, written with Revision Ninja.
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The 20 questions
-
What is the primary purpose of a price index?
- Calculate tax rates
- Measure total output
- Fix interest rates
- Track price changes
-
If an index series shows 112 with a base year of 100, what has occurred?
- 1.2% increase
- 12 unit fall
- 112% increase
- 12% increase
-
A basket costs £200 in the base year and £230 currently. What is the new index value?
- 120
- 115
- 130
- 230
-
An index rises from 105 in 2020 to 110 in 2021. Rebased to 2020 = 100, what is the 2021 value?
- 100.0
- 105.0
- 104.8
- 110.0
-
Why are weights applied to items in a price index basket?
- Reflect spending patterns
- Predict future inflation
- Equalise item prices
- Reduce calculation steps
-
If prices rise by 4% and nominal wages rise by 3%, what happens to real wages?
- Fall by 1%
- Rise by 7%
- Fall by 7%
- Rise by 1%
-
What is a major limitation of using a fixed basket of goods in price indices?
- Excludes services entirely
- Calculates wages incorrectly
- Ignores interest rates
- Ignores changing habits
-
Why can a fixed-weight price index overstate the true rate of inflation?
- Includes export prices
- Ignores consumer substitution
- Uses outdated calculations
- Omits direct taxation
-
If the CPI rises from 125 to 131.25, what is the annual rate of inflation?
- 5%
- 25%
- 6.25%
- 12.5%
-
In an index number series, what numerical value is assigned to the base year?
- 10
- 100
- 0
- 1
-
What is a main economic use of index numbers?
- Calculating interest levels
- Comparing macro variables
- Fixing currency prices
- Setting tax rates
-
If the nominal wage index is 150 and the CPI is 120, what is the real wage index?
- 30
- 125
- 130
- 180
-
Why is using a very old base year for an index number series problematic?
- Constant negative values
- Outdated spending patterns
- Inaccurate base price
- Higher tax calculations
-
A base-year salary is £24,000. If the price index rises to 115, what salary maintains purchasing power?
- £24,115
- £28,000
- £27,600
- £25,200
-
Why can different inflation index numbers yield contrasting results?
- Changing tax brackets
- Errors in arithmetic
- Different basket choices
- Fixed interest rates
-
What process uses a price index to convert nominal GDP into real GDP?
- Weighting
- Compounding
- Inflating
- Deflating
-
A basket costs £50 in the base year and £60 in 2020. What is the 2020 price index?
- 115
- 120
- 125
- 110
-
If nominal income rises by 5% and prices rise by 8%, what is the change in real income?
- 3% decrease
- 13% increase
- 13% decrease
- 3% increase
-
Food has a weight of 40%. If food prices rise by 10%, how much does the index rise?
- 40%
- 4%
- 0.4%
- 10%
-
What is the main purpose of rebasing an index number series?
- Increase inflation
- Eliminate raw data
- Update base year
- Remove weightings
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