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Solving maths problems and preparing for the Grade 6 exam

A practical method for breaking down Grade 6 multi-step problems, choosing a strategy, managing time and checking answers before exams.

The short answer

Why can a child calculate but struggle with word problems?

Problems also require understanding language, extracting data, identifying the goal, choosing relationships, organising steps and checking. Practice must teach this process, not supply the operation.

Practical takeaways

  • Read what is asked before diving into numbers.
  • Represent the relationship with a diagram or table.
  • Write a plan before starting.
  • Allow time to review and check.

Five steps to solve a problem

Read the whole situation and identify the goal and unit. Extract useful data and draw or tabulate the relationship if needed. Write a short plan, calculate, then return to the question to check meaning.

  • What is being asked?
  • Which data are useful?
  • How are they related?
  • What is the order of operations?
  • Is the answer reasonable and in the correct unit?

How do we choose the operation?

Do not rely on one keyword: “remaining” may require several operations. Have the child describe the relationship: combine parts, compare a difference, share equally, find a ratio or convert units.

Managing time on a test paper

The child scans the paper, answers familiar questions and marks those needing more thought. Leave minutes at the end to check calculations, units and unfinished answers.

How should we review practice exam papers?

Use papers after concepts are secure, with a time limit. Classify errors by skill and cause, then target the cause with short practice. Many papers do not help if the same error remains untreated.

Frequently asked questions

Should we teach keywords for choosing operations?

They can help initially but are insufficient. Understanding relationships between quantities is more reliable when wording changes.

How many practice exam papers are enough?

Quality matters more than quantity. One paper followed by careful analysis and targeted correction is better than several repeated in the same way.

What should a child do when stuck?

Write what they know, draw the relationship, identify the unit, then move temporarily to another question and return later.

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