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Year 4MathsKS2

DecimalsYear 4 Lesson Plan

National Curriculum: Mathematics — Number: fractions (including decimals), Year 4

Overview

Pupils are introduced to decimal notation for tenths and hundredths, connecting this to their knowledge of fractions. They learn to read, write, order, and compare decimals up to two decimal places, and relate decimal and fraction notation for the same value.

Learning Objectives

  • Read and write decimal numbers up to two decimal places.
  • Understand that tenths and hundredths can be expressed as decimals.
  • Order and compare decimals with the same number of decimal places.
  • Relate decimal notation to fraction notation (e.g. 0.5 = ½).

Key Vocabulary

decimal
A number with one or more digits after a decimal point, representing parts less than one.
decimal point
A dot used to separate the whole number part from the fractional part of a decimal.
tenths
Parts of a whole divided into 10 equal parts; one tenth = 0.1 = 1/10.
hundredths
Parts of a whole divided into 100 equal parts; one hundredth = 0.01 = 1/100.
place value
The value of a digit based on its position in the number.

Suggested Lesson Structure

10m
Starter

Use a place value chart extended to tenths. Ask: if we divide 1 into 10 equal parts, what is each part called? Write 0.1 on the chart. Ask pupils where they have seen decimal numbers before (money, measurements).

20m
Teaching input

Model tenths on a number line and with base-ten blocks (a flat = 1, a rod = 0.1). Extend to hundredths: 0.01. Show the connection to fractions: 0.5 = 5/10 = ½. Demonstrate ordering decimals: compare digit by digit from left to right.

15m
Guided practice

Pupils place decimals on a number line, write decimals shown by diagrams or manipulatives, and order sets of decimals.

10m
Independent practice

Pupils complete a differentiated set: read and write decimals from diagrams, compare pairs of decimals using <, >, =, and match fractions to their decimal equivalents.

5m
Plenary

True or false: 0.9 > 0.15. Pupils explain: even though 15 > 9, 0.9 is bigger because the tenths digit is compared first.

Common Misconceptions

  • Pupils often think 0.15 > 0.9 because 15 > 9 — stress that comparison is digit by digit from left to right.
  • Confusion between 1/10 and 1/100 — use visual models extensively.

Prior Knowledge

Pupils should already be able to:

  • Secure understanding of fractions as parts of a whole.
  • Knowledge of place value for whole numbers.
  • Familiarity with tenths from fraction work.

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