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Mix your practice

Shuffling different kinds of problems feels harder, and teaches more.

PsychologyHow to studyAbout 3 min: 2 reading, 1 practiceUpdated

Educational, not medical or mental-health advice.

After this lesson you can
  • Tell blocked from interleaved practice
  • Explain why mixing helps in exams
  • Know when a short block is still fine
How to study: lesson 3 of 5
  1. How to study
  2. Test yourself instead of rereading 3 min
  3. Space it out 3 min
  4. Mix your practice 3 min
  5. Focus in short sessions 3 min
  6. Make a study plan you will keep 4 min

Try first

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Pairs with Rohrer & Taylor (2007), "The shuffling of mathematics problems improves learning"; Dunlosky et al. (2013)

What it is

Blocked practice means doing ten problems of one kind, then ten of the next. Interleaved practice mixes them: one of each kind, shuffled, so you never know which kind is coming.

Interleaving forces you to work out which method a problem needs before you use it. On an exam, that choice is usually half the job.

Quick check

Tap an answer to check it.

  1. You practise A, B, C, A, C, B in a random order. What is this called?

    Show answer

    Interleaved practice. Mixing types in a random order is interleaving.

Why it matters

In a study by Rohrer and Taylor (2007), students practised maths problems either in blocks or shuffled. The blocked group did better during practice. A week later, on the test, the shuffled group did much better.

That is the catch: interleaving feels slower and more frustrating, so learners often think it is not working. The Dunlosky review (2013) rated it as promising, with more research needed outside maths.

Worked example

You are revising finance with three lesson quizzes: compound interest, present value and inflation.

  • Blocked: all the compound interest questions, then all the present value ones, then all the inflation ones.
  • Interleaved: one compound interest, one inflation, one present value, one compound interest, and so on, in random order.

The timed practice on each subject's exam-prep page already shuffles questions from every lesson, so it interleaves for you.

Common mistake

Mixing before you know the basics. Interleave once you have met each type of problem at least once. On day one of something brand new, a short block of practice is fine.

Key terms

blocked practice
doing many problems of one type in a row
interleaved practice
mixing different types of problem in a random order

Practise the key terms

Tap a card to turn it over. 2 cards.

FrontBack
blocked practicedoing many problems of one type in a row
interleaved practicemixing different types of problem in a random order

Practice

Quick quiz

Tap an answer to check it.

  1. In Rohrer and Taylor's study, which group did better on the test a week later?

    Show answer

    The shuffled (interleaved) group. Blocked practice looked better during practice, but interleaved practice won on the test.

  2. What does interleaving train that blocked practice does not?

    Show answer

    Choosing which method a problem needs. When problems are mixed, you have to recognise the type each time.

In short

  • Interleaving mixes problem types, so you must choose the method each time.
  • It feels harder and scores lower during practice, but wins on the later test (Rohrer & Taylor, 2007).
  • Use it once you have met each type at least once.
  • Studyfern's timed practice already shuffles questions for you.

Mastery check

Answer without looking back. Score 80% or more and the lesson is marked done. Your result is kept only in this browser.

Check yourself

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  1. What is the difference between blocked and interleaved practice?

    Show answer

    Blocked does one type of problem at a time; interleaved mixes different types together.

  2. Why do learners often think interleaving is not working?

    Show answer

    It feels harder and scores lower during practice, even though it leads to better results later.

  3. When is a short block of one type still fine?

    Show answer

    When the topic is brand new and you are meeting that kind of problem for the first time.

Further reading

  • Rohrer, D., & Taylor, K. (2007). The shuffling of mathematics problems improves learning. Instructional Science, 35, 481–498.
  • Dunlosky et al. (2013), as in the first lesson of this path.