Low & Stable Rate of Inflation (Edexcel IGCSE Economics)

Revision Note

Lorraine

Written by: Lorraine

Reviewed by: Steve Vorster

An Introduction to Inflation

  • Inflation is the sustained increase in the average price level of goods and services in an economy

    • A low & stable rate of inflation is important as it

      • Allows firms to confidently plan for future investment

      • Offers price stability to consumers

  • Deflation occurs when there is a fall in the average price level of goods and services in an economy

    • Deflation only occurs when the percentage change in prices falls below zero %

  • Disinflation occurs when the average price level is still rising, but at a lower rate than before

    • These figures demonstrate disinflation:  Y1 = 5%  Y2 = 4%  Y3 = 2%

      • Inflation is increasing but at a decreasing rate

Between 2011 and 2015, the UK economy mainly experiences disinflation
Between 2011 and 2015, the UK economy mainly experiences disinflation

Graph analysis

  • In the UK, a continual deviation from the target of 2% would not be considered stable

    • An inflation rate in April 2022 of 4-5% was considered to be unstable, eroding household purchasing power

  • According to the CPI data, the following changes happened to the price level

    • In 2018, prices were rising at around 3% (inflation)

    • In 2019, prices were still rising but only by 1.8% (disinflation)

    • In 2021, they were still rising but by a much lower 0.5% (disinflation)

    • In 2022, prices rose at their fastest level, reaching 4.2% (inflation)

Examiner Tips and Tricks

Remember that a reduction in the inflation rate from e.g. 5% to 3% means that prices are still rising but rising more slowly (inflation at a decreasing rate is called disinflation)

MCQ will check your understanding of decreasing inflation by asking you questions such as:

In which year are prices their highest?

A. Y1 Inflation = 5%

B. Y2 inflation = 3%

C. Y3 inflation = 1%

C is the answer, as prices are 9% higher in Y3 than at the start of Y1 (5% + 3% + 1%)

Measuring Inflation Using the Consumer Price Index (CPI)

  • The consumer price index (CPI) is used to measure inflation

  • The inflation rate is the change in general price levels in a given time period

    • The inflation rate is calculated using an index with 100 as the base year

    • If the index is 100 in year 1 and 107 in year 2, then the inflation rate is 7%

The Consumer Price Index (CPI)

  • A 'household basket' of 700+ goods/services that an average family would purchase is compiled on an annual basis

    •  A household expenditure survey is conducted to determine what goes into the basket

    • Each year, some goods and services exit the basket, and new ones are added

  • Goods/services in the basket are weighted based on the proportion of household spending

    • E.g. More money is spent on food than shoes, so shoes have a lower weight in the basket

  • Each month, prices for these goods and services are gathered from hundreds of locations across the country

    • These prices are averaged out

  • The price x the weighting determines the final value of the good/service in the basket

    • These final values are added together to determine the price of the 'basket'

  • The prices of the baskets are then used to calculate the CPU using the following formula:

CPI space equals fraction numerator Cost space of space basket space in space year space straight X over denominator Cost space of space basket space in space base space year end fraction space straight x space 100

  • The percentage difference in CPI between the two years is the inflation rate for the period

Worked Example

What was the rate of inflation if the consumer price index (CPI) of a country rose from 110 to 130? Round to the nearest percentage.

A. 18%

B. 15%

C. 30%

D. 25%

Step 1: CPI data is already provided so calculate the inflation rate

Percentage space change space equals space fraction numerator new space minus space old over denominator old end fraction space straight x space 100

equals space fraction numerator 130 minus space 110 over denominator 110 end fraction space straight x space 100

equals space 18.18 space percent sign

A is the correct answer

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Lorraine

Author: Lorraine

Expertise: Economics Content Creator

Lorraine brings over 12 years of dedicated teaching experience to the realm of Leaving Cert and IBDP Economics. Having served as the Head of Department in both Dublin and Milan, Lorraine has demonstrated exceptional leadership skills and a commitment to academic excellence. Lorraine has extended her expertise to private tuition, positively impacting students across Ireland. Lorraine stands out for her innovative teaching methods, often incorporating graphic organisers and technology to create dynamic and engaging classroom environments.

Steve Vorster

Author: Steve Vorster

Expertise: Economics & Business Subject Lead

Steve has taught A Level, GCSE, IGCSE Business and Economics - as well as IBDP Economics and Business Management. He is an IBDP Examiner and IGCSE textbook author. His students regularly achieve 90-100% in their final exams. Steve has been the Assistant Head of Sixth Form for a school in Devon, and Head of Economics at the world's largest International school in Singapore. He loves to create resources which speed up student learning and are easily accessible by all.