A wrong answer can make the whole room tighten. Your child looks at you to see whether they disappointed you. You do not have to pretend the answer is correct. You can slow down and find out what they saw.
Imagine they say 8 × 6 is 42. Instead of 'No, again,' try: 'How did you get 42?' They might have remembered 7 × 6 and forgotten to add another six, or they might be guessing. Each answer suggests a different next move. If they know 7 × 6 is 42, write it down, add one group of six together, and ask them to explain why that changes the answer. If they are guessing, make six groups of eight dots or counters together first.
Three phrases can help:
- 'Show me where you started.' It tells you what they understand before you correct anything.
- 'What could we check with a picture or smaller number?' It turns an answer into something testable.
- 'Which part would you try again?' It gives them a say in the next step.
Do not stretch every mistake into a long talk. Some nights, the kindest choice is to solve one example together and stop. If the same snag keeps appearing, share the specific example with their teacher. The EEF's guidance stresses that feedback should be clear and specific, and that teachers need to understand why a misconception persists. At home, that is a useful reminder to get curious before getting louder. Harvard's family-math guidance likewise suggests letting children work toward their own solutions.
We're building LIRANTIS so a stuck moment can become another move in the game, with Liran there to explain. Until it's ready, the question 'How did you get that?' can change the tone of tonight's practice. Join the early-access list for updates.
Further reading: EEF guidance on feedback and misconceptions · Harvard GSE family-math guidance.