Two-Step Word Problems

Give eight problems and plan twenty minutes. Ask the child to read the question first, underline it, then work out what must be found before the answer. They write the whole sentence, for example 14 + 9 − 6, with the middle result noted. The key prints the full sentence, so compare it line by line. Check the first step before the final answer, since that is where most errors begin.

A two-step problem hides a middle quantity. Students typically answer the first question the story raises and stop, because it feels finished. The fix is reading the actual question before starting and asking what is missing. The answer line comes after the work space to leave room for this. Moving on from here are multi-step problems with larger numbers, fractions or measurement, but the habit of naming the middle step carries over.

Start with To 20 so the arithmetic is easy and the planning is the focus. To 100 is the default and fits second and third grade; To 1,000 asks for regrouping at every step. Eight per page gives space; ten is cramped. If a child skips the second step, have them write a one-line plan before any numbers.

Which step do students skip?

Usually the second. They answer the first question the story raises and stop. Reading the actual question before starting, and writing a plan, fixes most of it.

How should my child set out the work?

Write the middle result with a label, then the final sentence. Something like 14 + 9, then that result minus 6. The key shows the combined form, so a child can compare.

What if my child gets the middle step but not the end?

Ask them to re-read the question and say what it wants. Often the middle result was right and was simply copied onto the answer line. Underlining the question before starting prevents it.