Ask most students what part of maths they find hardest, and word problems come up again and again — even among students who are otherwise strong at calculations. The struggle usually isn't about the maths itself, but about translating words into numbers and steps.

1. It's a Reading Problem as Much as a Maths Problem

Word problems require two separate skills at once: reading comprehension and mathematical calculation. A student can be strong in maths yet still struggle if they misread or misinterpret what the question is actually asking.

2. Too Much Focus on Numbers, Not Enough on Meaning

Many students scan a word problem for numbers and try to guess which operation to use, rather than truly understanding the situation being described. This "keyword spotting" approach often leads to using the wrong method entirely.

3. Unfamiliar Contexts Add Extra Difficulty

A word problem about an unfamiliar scenario (a context a student has never personally experienced) adds an extra layer of difficulty, since the student has to first understand the situation before even starting the maths.

4. Multi-Step Problems Overwhelm Working Memory

Word problems often require several steps chained together. Holding all of this in working memory while also performing calculations can overwhelm students, especially if they haven't developed a system for organising their approach.

5. How to Help Students Solve Word Problems Better

  • Read the problem twice: once for overall understanding, once to extract key details.
  • Underline or highlight important numbers and what's being asked.
  • Rewrite the problem in the student's own simpler words.
  • Draw a diagram, table, or number line to visualise the situation.
  • Identify the operation needed based on the situation, not just keywords.
  • Solve step-by-step and check whether the final answer makes sense.

6. Build Familiarity Through Varied Practice

Exposing students to a wide range of word problem contexts and structures — not just one repeated style — builds genuine comprehension and flexible problem-solving, rather than pattern memorisation that breaks down on unfamiliar questions.

Frequently Asked Questions

Why do students who are good at calculations still struggle with word problems?

Because word problems require translating language into maths first — a separate skill from calculation itself, often under-practised in typical maths lessons.

Is "keyword spotting" a good strategy for word problems?

It can help occasionally, but relying on it alone often leads to errors, since the same keyword can indicate different operations depending on context.

What's the most effective single strategy for word problems?

Rewriting the problem in the student's own simpler words — this forces genuine understanding rather than surface-level number spotting.

Conclusion

Word problems are challenging because they combine reading comprehension with mathematical reasoning. By teaching students a clear, repeatable process — read, understand, visualise, solve, check — word problems become far less intimidating over time.