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Interleaving vs Blocked Practice: Mix It Up to Remember More

Memory science26 Jun 2026 · 5 min read · The StudyTab Team

Most study plans are blocked: do twenty projectile-motion problems, then twenty on circular motion, then move on. It feels efficient and it feels good — you can sense yourself getting smoother. But the research says you'd remember more, and solve unfamiliar problems better, if you mixed them up. That's interleaving, and it's one of the most counter-intuitive, best-measured findings in learning science.

Blocked practice: smooth but shallow

When you do problem after problem of the same type, you stop thinking about which method to use — you already know, because the last ten were identical. You're really just practising the arithmetic, on autopilot. Performance during the session looks great, which is exactly why blocked practice feels so productive.

The problem shows up later. In the real exam, questions don't come labelled by chapter. The hardest part is often recognising what kind of problem this is — and blocked practice never trains that skill.

The evidence: worse in practice, far better in the exam

The landmark study is Rohrer and Taylor (2007). College students practised identical geometry problems either blocked by type or shuffled together. During practice, the blocked group looked much stronger — 89% versus 60% accuracy. On the test a week later, the ranking didn't just flip, it inverted spectacularly: interleavers scored 63%; blockers scored 20%. Same problems, same total practice — three times the exam performance, purchased by feeling worse during practice.

InterleavedBlockedBlocked, during practice: 89%Blocked, test one week later: 20%Interleaved, during practice: 60%Interleaved, test one week later: 63%89%60%20%63%During practiceTest, one week later
Rohrer and Taylor (2007) — identical geometry problems, practised blocked or shuffled. Blocked practice dominates the session and collapses at the test.

It replicates outside the lab. Rohrer, Dedrick and Stershic (2015) ran a three-month experiment inside real seventh-grade maths classes. On a surprise test one day after final practice, interleaved material scored 80% versus 64% for blocked. Thirty days later the gap had widened: 74% versus 42%. Blocked knowledge decayed; interleaved knowledge barely moved — the authors described interleaving as giving near-immunity against forgetting over that month.

It's not just maths. Kornell and Bjork (2008) had people learn to recognise painters' styles — a pattern-recognition skill — and interleaving beat blocking 61% to 35%. The kicker is metacognitive: most participants insisted blocking had worked better for them, immediately after interleaving had demonstrably outperformed it. Like re-reading and cramming, blocking wins the feeling and loses the exam — the classic learning-versus-performance dissociation.

One honest caveat: in Dunlosky et al.'s (2013) ten-technique review, interleaving was rated moderate utility, not high — the effect is strongest for materials that are easy to confuse (problem types, similar concepts, look-alike categories) and less established elsewhere. That's not a weakness for exam prep; confusable problem types are precisely what NEET, JEE and UPSC test. (Full rankings: which study techniques actually work.)

Why interleaving works

  • It forces discrimination. Every question makes you ask, "Which approach does this need?" — and choosing the method is the exact skill the exam tests. Blocked practice answers that question for you in advance; interleaving makes you earn it every time.
  • It builds in spacing. Mixing topics means each one is revisited after a gap, so you get the benefit of the spacing effect for free.

The discomfort is the point. Like active recall, interleaving is a desirable difficulty: it feels worse in the moment because it is harder — and that difficulty is what makes the memory stick.

How to interleave your revision

  1. Mix problem types in a set. Instead of a block of one reaction type, do a JEE chemistry set that jumps between mechanisms; instead of one block of kinematics, mix it with the rest of mechanics.
  2. Rotate subjects in a day. Two or three subjects in shorter blocks beats one subject for four hours — you get spacing and variety.
  3. Shuffle your flashcards. A shuffled, mixed deck is interleaving by default. Spaced-repetition apps interleave for you: cards from different topics surface together based on when you're due, not in chapter order.
  4. Don't over-mix the brand-new. When you're first learning a concept, a little blocked practice to get the basics is fine. Interleave once you can do each type on its own — that's when discrimination matters.

Do this in StudyTab

Interleaving is the one technique you can get entirely for free — if your review system mixes for you:

  • Due-date order is interleaved order. StudyTab's FSRS queue surfaces whatever is due across all your topics, so a morning session naturally jumps from thermodynamics to optics to organic mechanisms — discrimination practice without planning it.
  • Study at the folder level, not the chapter level. Reviewing a whole subject folder (or several) mixes its decks together; studying one deck at a time quietly recreates blocking.
  • Build mixed problem sets from your own material. Generate MCQ and cloze cards from formula sheets like JEE Maths formulas or NEET Physics formulas across chapters, and every review session becomes a shuffled mini-exam.
  • Trust the mess. A session that lurches between topics feels less productive than a clean chapter run. The 63%-versus-20% result is the reason to keep going anyway.

Bottom line

Blocked practice flatters you during the session and abandons you in the exam; in the cleanest experiment it lost 63% to 20% despite looking better throughout practice. Interleaving feels messier and works better — especially for the confusable problem types your exam is built from. Mix your problems, rotate your subjects, shuffle your deck — and trust that the extra effort is the learning.

Frequently asked questions

What is interleaving in studying?

Interleaving means mixing different topics or problem types within one practice session — a projectile question, then circular motion, then energy — instead of finishing all of one type before starting the next (blocked practice). It forces you to choose the right method for each problem, which is the skill exams actually test.

Does interleaving really work better than blocked practice?

In controlled studies, dramatically: students who interleaved maths practice scored 63% on a delayed test versus 20% for blocked practice, and a three-month classroom experiment found a 74% vs 42% advantage one month after practice ended. The catch is that interleaving feels worse during practice — accuracy in-session is lower even while learning is higher.

Why does blocked practice feel more effective?

Because in-session performance is genuinely higher when every problem is the same type — you get smooth and fast, and your brain reads that fluency as learning. Studies show most learners believe blocking worked better even immediately after interleaving outperformed it in their own results. Judge your method by delayed tests, not by how the session felt.

When should I NOT interleave?

At the very start. When a concept is brand-new, a short blocked run to grasp the basic method is sensible. Switch to interleaving once you can solve each type on its own — that is when discrimination between look-alike problems becomes the bottleneck. Interleaving also matters most for confusable topics; unrelated subjects gain mainly the built-in spacing.

References

  1. Rohrer, D., & Taylor, K. (2007). The shuffling of mathematics problems improves learning. Instructional Science, 35(6), 481–498.
  2. Rohrer, D., Dedrick, R. F., & Stershic, S. (2015). Interleaved practice improves mathematics learning. Journal of Educational Psychology, 107(3), 900–908.
  3. Kornell, N., & Bjork, R. A. (2008). Learning concepts and categories: Is spacing the “enemy of induction”? Psychological Science, 19(6), 585–592.
  4. Dunlosky, J., Rawson, K. A., Marsh, E. J., Nathan, M. J., & Willingham, D. T. (2013). Improving students’ learning with effective learning techniques. Psychological Science in the Public Interest, 14(1), 4–58.
  5. Soderstrom, N. C., & Bjork, R. A. (2015). Learning versus performance: An integrative review. Perspectives on Psychological Science, 10(2), 176–199.