Skip to content

Course home

3.5.4 Calculate effects of taxes and spending

3.5.4 Calculate effects of taxes and spending

The budget position is revenue minus spending

  1. Subtract spending from revenue and read the sign, because a positive answer is a surplus and a negative one a deficit.
  2. Keep both figures on the same basis, so a full-year revenue figure is compared with full-year spending.
  3. To express the answer as a share of the economy, divide it by national income and multiply by 100.
Example
  • A government's receipts for the year are £820 billion and its spending is £890 billion, with national income of £2,800 billion.

Step 1: subtract spending from revenue:

budget position=£820bn−£890bn=−£70bn \text{budget position} = \pounds820\text{bn} - \pounds890\text{bn} = -\pounds70\text{bn} budget position=£820bn−£890bn=−£70bn

Step 2: divide by national income and multiply by 100 to express it as a share of the economy:

£70bn£2,800bn×100=2.5% \frac{\pounds70\text{bn}}{\pounds2{,}800\text{bn}} \times 100 = 2.5\% £2,800bn£70bn​×100=2.5%
  • The negative sign says this is a deficit of £70 billion, which is 2.5% of national income.

Income tax is charged band by band

  1. Income tax is worked out by taking off the tax-free allowance first, then charging each band at its own rate.
  2. For 2026/27 the Personal Allowance is £12,570, the basic rate of 20% applies up to £50,270, the higher rate of 40% up to £125,140, and 45% above that (Source: GOV.UK).
  3. Only the income inside a band is charged at that band's rate, which is why a higher-rate taxpayer does not pay 40% on everything.
Example
  • A worker earns £30,000 a year in the 2026/27 tax year.

Step 1: take the Personal Allowance off to find the taxable income:

taxable income=£30,000−£12,570=£17,430 \text{taxable income} = \pounds30{,}000 - \pounds12{,}570 = \pounds17{,}430 taxable income=£30,000−£12,570=£17,430

Step 2: charge that amount at the basic rate, since none of it reaches £50,270:

income tax=20%×£17,430=£3,486 \text{income tax} = 20\% \times \pounds17{,}430 = \pounds3{,}486 income tax=20%×£17,430=£3,486
  • The worker pays £3,486, so the tax taken is well below 20% of the whole £30,000 because the allowance is untaxed.

VAT is worked out from the price paid

  1. VAT at 20% is added to the price before tax, so a £100 item before tax reaches £120 on the shelf.
  2. To pull the VAT back out of a price that already includes it, multiply by 20 and divide by 120.
  3. Dividing the full price by 5 gives the wrong answer, because the 20% was charged on the smaller pre-tax figure.
Example
  • A household spends £6,000 a year, VAT included, on standard-rated goods such as furniture and electronics.

Step 1: multiply by 20 and divide by 120 to extract the VAT:

VAT paid=£6,000×20120=£1,000 \text{VAT paid} = \pounds6{,}000 \times \frac{20}{120} = \pounds1{,}000 VAT paid=£6,000×12020​=£1,000

Step 2: subtract to find what the goods cost before tax:

price before VAT=£6,000−£1,000=£5,000 \text{price before VAT} = \pounds6{,}000 - \pounds1{,}000 = \pounds5{,}000 price before VAT=£6,000−£1,000=£5,000
  • A fifth of the pre-tax price is £1,000, which confirms the extraction was done the right way round.

Say what each answer means

  1. A budget figure needs its sign explained, since the number alone does not say whether the government borrowed or repaid.
  2. A tax figure is more useful expressed as a share of income, because that is what says how heavily the tax falls.
  3. Round sensibly and keep the units, so a tax bill is in pounds and pence and a share is a percentage.
Exam technique
  • Take the tax-free allowance off before applying any rate, because charging the rate on the whole income is the single most common error here.
  • Use twenty over one hundred and twenty when a price already includes VAT, and one fifth only when the price is before tax.
Self review
  • Revenue is £900bn and spending is £950bn. Calculate the budget position and name it.
  • Calculate the income tax owed on a salary of £20,000 in 2026/27.
  • A bill comes to £240 including VAT at 20%. How much of it is VAT?
  • Why does a higher-rate taxpayer not pay 40% on all their income?
  • Why is dividing a VAT-inclusive price by 5 the wrong method?
PreviousNext

How was this guide?

Teach Genie

Review 3.5.4 Calculate effects of taxes and spending by teaching Genie

Teach it back in your own words, spot gaps, and remember it better.

Start teaching
Genie and Baby Genie

Lesson

Recap your knowledge with an interactive lesson

9 minute activity

Start lesson

The government budget position is revenue minus government spending. A positive answer is a budget surplus, while a negative answer is a budget deficit.

budget position=government revenue−government spending \text{budget position}=\text{government revenue}-\text{government spending} budget position=government revenue−government spending

Revenue and spending must cover the same period and use the same units. The signed budget balance as a percentage of national income is budget positionnational income×100\frac{\text{budget position}}{\text{national income}}\times100national incomebudget position​×100. A deficit has a negative signed percentage, but its deficit magnitude as a percentage of national income is reported as a positive number: −budget positionnational income×100\frac{-\text{budget position}}{\text{national income}}\times100national income−budget position​×100 when the budget position is negative.

Flashcards

Remember key concepts with flashcards

23 flashcards

Practice flashcards

How is the government’s budget position calculated?

3.5.4 Calculate effects of taxes and spending Revision Guide

  1. GCSE
  2. /Economics
  3. /3.5.4 Calculate effects of taxes and spending

Revision notes for OCR GCSE Economics 3.5.4 Calculate effects of taxes and spending: explanations and worked examples.

Revision guides