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Lesson plan Β· 45 min

Grade 7: Number

Learning objective

By the end of the lesson, Grade 7 students can work confidently with number, understanding not just how but why.

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Teach the whole class from the Operations with rational numbers unit
Hook, worked examples, misconceptions, differentiation and an exit ticket.
Curriculum links
1

Starter (do now)5 min

Warm up with a few quick number warm-ups on the board while the class settles, so every child starts thinking about the skill.

2

Teach it (I do)10 min

Fractions, decimals and percentages are different ways of writing the same kind of number. This unit builds fluency combining them with addition, multiplication and percentage-of calculations, converting between forms as needed. Model the method clearly, thinking aloud:

  • Establish fraction-to-decimal conversion (divide) as the go-to tool for combining fractions with decimals.
  • Teach percentage-of as 'convert to a decimal or fraction, then multiply', rather than a separate rule to memorise.
  • Practise mixed problems that combine two different forms (a fraction plus a decimal, a fraction times a decimal) so conversion becomes automatic.
  • Check every answer's reasonableness with a quick estimate (e.g. 25% of 60 should be noticeably less than 60).
  • Build up from single-step to two-step problems only once each individual conversion is secure.
3

Worked example

Work this through step by step on the board, then have the class talk you through a second one.

  • Calculate 1/4 + 0.35 (write as a decimal)
  • 1/4 = 0.25
  • 0.25 + 0.35 = 0.6
4

Guided practice (we do)10 min

Do the first few questions of the practice worksheet together, one child explaining each step. Check for understanding before releasing the class to work alone.

5

Independent practice (you do)15 min

Students complete the practice worksheet independently while you circulate and support.

6

Misconceptions to watch

Circulate and look for these, they are the usual sticking points:

  • Adding a fraction and a decimal directly without converting either into the same form first.
  • Multiplying by the percentage number itself (e.g. x25) instead of its decimal or fraction equivalent (x0.25).
  • Forgetting to simplify or round appropriately after combining fractions and decimals.
  • Losing track of which conversion was already done when a problem has multiple steps.
7

Plenary (review)5 min

Pull the class back together. Ask one child to explain number in their own words, pose a single check question everyone answers on a mini whiteboard, and name what you will build on next lesson.

8

Assessment

Use the independent worksheet as the evidence. A child who can complete it accurately and explain one answer has met the objective; anyone who cannot needs the easier level and a short reteach next session.

Worksheets for this lesson

Want more depth on the method? Read the full teaching guide.

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