Study Skills Worksheet: Interleaving
Study tip (Mix it up): Interleaving: mixed sets, old and new topics together, switching topic each question. Blocked: one type, page by page. Read each question for clues: “%” → percentage; “m by m” or tiles → area; “a : b” → ratio; 3/4 → fractions. Block when first learning; mix for revision and exam practice.
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- 1.Which of these is interleaving (mixed practice)? (a) a shuffled set of sums (b) all area sums together (c) same type, page by page (d) one chapter’s sums only
- 2.True or false: “one chapter’s sums only” is interleaving (mixed practice). (a) True (b) False
- 3.True or false: “Mix juice and water 2 : 3. How much water for 4 cups of juice?” needs the ratio method. (a) True (b) False
- 4.🔀 When is blocked practice useful? (a) the night before exams (b) never at all (c) for every revision (d) when first learning
- 5.True or false: “Share ₹60 between two friends in the ratio 1 : 2.” needs the ratio method. (a) False (b) True
- 6.True or false: “Find the space inside a square of side 7 cm.” needs the area method. (a) False (b) True
- 7.🔀 Which revision set is interleaved? (a) 20 algebra sums only (b) algebra, area, %, mixed (c) area sums only (d) one percentage page
- 8.🔀 Interleaving or blocked practice: a mixed revision quiz? (a) interleaving (b) blocked practice
- 9.🔍 Which is the odd one out? (a) same type, page by page (b) algebra and area mixed (c) all area sums together (d) one formula, 20 times
- 10.Which of these is interleaving (mixed practice)? (a) one formula, 20 times (b) same type, page by page (c) fraction, %, ratio mixed (d) one chapter’s sums only
- 11.True or false: “fraction, %, ratio mixed” is interleaving (mixed practice). (a) False (b) True
- 12.🔀 Mixed practice: which method does this question need? Find the space inside a square of side 7 cm. (a) fractions (b) percentage (c) ratio (d) area
- 13.🔍 Which is the odd one out? (a) old and new topics mixed (b) all area sums together (c) a mixed revision quiz (d) a shuffled set of sums
- 14.🔀 Interleaving or blocked practice: a shuffled set of sums? (a) blocked practice (b) interleaving
- 15.Which of these is interleaving (mixed practice)? (a) old and new topics mixed (b) one topic all evening (c) same type, page by page (d) all area sums together
- 16.🔍 Which is the odd one out? (a) same type, page by page (b) a shuffled set of sums (c) fraction, %, ratio mixed (d) switching topic each sum
- 17.🔀 Interleaving or blocked practice: switching topic each sum? (a) blocked practice (b) interleaving
- 18.True or false: “Boys to girls is 3 : 4 in a class of 28. How many girls?” needs the ratio method. (a) True (b) False
- 19.Which of these is blocked practice (one type only)? (a) old and new topics mixed (b) one chapter’s sums only (c) algebra and area mixed (d) a shuffled set of sums
- 20.True or false: “old and new topics mixed” is interleaving (mixed practice). (a) True (b) False
- 21.🔍 Which is the odd one out? (a) one chapter’s sums only (b) old and new topics mixed (c) fraction, %, ratio mixed (d) switching topic each sum
- 22.True or false: “a shuffled set of sums” is blocked practice (one type only). (a) False (b) True
- 23.🔀 Why does mixed practice help in exams? (a) it skips topics (b) it needs no thinking (c) you practise choosing (d) it is shorter
- 24.True or false: “What is 15 out of 60 as a per cent?” needs the area method. (a) False (b) True
- 25.🔀 Interleaving or blocked practice: old and new topics mixed? (a) blocked practice (b) interleaving
- 26.🔀 Interleaving or blocked practice: fraction, %, ratio mixed? (a) blocked practice (b) interleaving
- 27.True or false: “Half a cake was eaten, then a quarter of the rest. What part was eaten?” needs the area method. (a) True (b) False
- 28.🔍 Which is the odd one out? (a) one formula, 20 times (b) only fraction sums (c) old and new topics mixed (d) one topic all evening
- 29.Which of these is interleaving (mixed practice)? (a) a mixed revision quiz (b) one formula, 20 times (c) same type, page by page (d) one topic all evening
- 30.Which of these is interleaving (mixed practice)? (a) one formula, 20 times (b) same type, page by page (c) algebra and area mixed (d) one topic all evening
- 31.🔀 Interleaving means… (a) reading only (b) one topic for weeks (c) mixing different topics (d) skipping hard topics
- 32.🔀 Mixed practice can feel harder at first. That is… (a) a waste of time (b) a sign to stop (c) bad for learning (d) normal and useful
- 33.True or false: “A room is 4 m by 5 m. How much floor is there?” needs the ratio method. (a) True (b) False
- 34.Which of these is blocked practice (one type only)? (a) algebra and area mixed (b) a mixed revision quiz (c) one formula, 20 times (d) fraction, %, ratio mixed
- 35.🔀 Mixed practice: which method does this question need? What is 15 out of 60 as a per cent? (a) area (b) fractions (c) ratio (d) percentage
- 36.True or false: “a shuffled set of sums” is interleaving (mixed practice). (a) True (b) False
- 37.True or false: “one formula, 20 times” is blocked practice (one type only). (a) True (b) False
- 38.🔀 Interleaving or blocked practice: one chapter’s sums only? (a) blocked practice (b) interleaving
- 39.🔀 Interleaving or blocked practice: only fraction sums? (a) interleaving (b) blocked practice
- 40.Which of these is blocked practice (one type only)? (a) algebra and area mixed (b) old and new topics mixed (c) all area sums together (d) switching topic each sum
Answer key
- a shuffled set of sums
- False
- True
- when first learning
- True
- True
- algebra, area, %, mixed
- interleaving
- algebra and area mixed
- fraction, %, ratio mixed
- True
- area
- all area sums together
- interleaving
- old and new topics mixed
- same type, page by page
- interleaving
- True
- one chapter’s sums only
- True
- one chapter’s sums only
- False
- you practise choosing
- False
- interleaving
- interleaving
- False
- old and new topics mixed
- a mixed revision quiz
- algebra and area mixed
- mixing different topics
- normal and useful
- False
- one formula, 20 times
- percentage
- True
- True
- blocked practice
- blocked practice
- all area sums together
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