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 revision set is interleaved? (a) 20 algebra sums only (b) algebra, area, %, mixed (c) area sums only (d) one percentage page
- 2.True or false: “Share ₹60 between two friends in the ratio 1 : 2.” needs the area method. (a) False (b) True
- 3.Which of these is interleaving (mixed practice)? (a) one chapter’s sums only (b) only fraction sums (c) all area sums together (d) a mixed revision quiz
- 4.Which of these is blocked practice (one type only)? (a) algebra and area mixed (b) switching topic each sum (c) one formula, 20 times (d) fraction, %, ratio mixed
- 5.🔀 Mixed practice can feel harder at first. That is… (a) a sign to stop (b) bad for learning (c) normal and useful (d) a waste of time
- 6.🔀 Interleaving or blocked practice: a shuffled set of sums? (a) blocked practice (b) interleaving
- 7.🔍 Which is the odd one out? (a) switching topic each sum (b) fraction, %, ratio mixed (c) only fraction sums (d) algebra and area mixed
- 8.True or false: “How many 1 m square tiles cover a 3 m by 6 m patio?” needs the ratio method. (a) False (b) True
- 9.🔍 Which is the odd one out? (a) a mixed revision quiz (b) algebra and area mixed (c) one formula, 20 times (d) fraction, %, ratio mixed
- 10.Which of these is blocked practice (one type only)? (a) algebra and area mixed (b) all area sums together (c) old and new topics mixed (d) a shuffled set of sums
- 11.🔀 Interleaving or blocked practice: fraction, %, ratio mixed? (a) interleaving (b) blocked practice
- 12.Which of these is blocked practice (one type only)? (a) a shuffled set of sums (b) one topic all evening (c) fraction, %, ratio mixed (d) old and new topics mixed
- 13.True or false: “Order 2/3, 3/5 and 1/2 from smallest.” needs the area method. (a) False (b) True
- 14.🔀 Mixed practice: which method does this question need? Boys to girls is 3 : 4 in a class of 28. How many girls? (a) fractions (b) area (c) ratio (d) percentage
- 15.True or false: “one formula, 20 times” is blocked practice (one type only). (a) False (b) True
- 16.🔀 Interleaving or blocked practice: a mixed revision quiz? (a) interleaving (b) blocked practice
- 17.True or false: “Order 2/3, 3/5 and 1/2 from smallest.” needs the ratio method. (a) False (b) True
- 18.True or false: “What is 3/4 + 1/8?” needs the area method. (a) False (b) True
- 19.🔀 Interleaving or blocked practice: all area sums together? (a) interleaving (b) blocked practice
- 20.Which of these is interleaving (mixed practice)? (a) algebra and area mixed (b) one formula, 20 times (c) one chapter’s sums only (d) all area sums together
- 21.True or false: “A room is 4 m by 5 m. How much floor is there?” needs the area method. (a) False (b) True
- 22.True or false: “A room is 4 m by 5 m. How much floor is there?” needs the ratio method. (a) True (b) False
- 23.True or false: “Find the space inside a square of side 7 cm.” needs the area method. (a) True (b) False
- 24.True or false: “Half a cake was eaten, then a quarter of the rest. What part was eaten?” needs the fractions method. (a) True (b) False
- 25.True or false: “What is 3/4 + 1/8?” needs the fractions method. (a) False (b) True
- 26.🔍 Which is the odd one out? (a) a shuffled set of sums (b) same type, page by page (c) a mixed revision quiz (d) fraction, %, ratio mixed
- 27.🔍 Which is the odd one out? (a) fraction, %, ratio mixed (b) one topic all evening (c) algebra and area mixed (d) a mixed revision quiz
- 28.🔀 Why does mixed practice help in exams? (a) it skips topics (b) it needs no thinking (c) you practise choosing (d) it is shorter
- 29.🔀 Mixed practice: which method does this question need? A room is 4 m by 5 m. How much floor is there? (a) area (b) percentage (c) ratio (d) fractions
- 30.True or false: “fraction, %, ratio mixed” is interleaving (mixed practice). (a) False (b) True
- 31.🔀 Mixed practice: which method does this question need? Mix juice and water 2 : 3. How much water for 4 cups of juice? (a) percentage (b) fractions (c) ratio (d) area
- 32.True or false: “same type, page by page” is blocked practice (one type only). (a) False (b) True
- 33.Which of these is interleaving (mixed practice)? (a) same type, page by page (b) old and new topics mixed (c) one topic all evening (d) all area sums together
- 34.Which of these is interleaving (mixed practice)? (a) only fraction sums (b) all area sums together (c) switching topic each sum (d) same type, page by page
- 35.True or false: “What is 15 out of 60 as a per cent?” needs the ratio method. (a) False (b) True
- 36.🔀 Mixed practice: which method does this question need? Order 2/3, 3/5 and 1/2 from smallest. (a) ratio (b) fractions (c) area (d) percentage
- 37.🔀 Interleaving or blocked practice: old and new topics mixed? (a) interleaving (b) blocked practice
- 38.🔀 Mixed practice: which method does this question need? Half a cake was eaten, then a quarter of the rest. What part was eaten? (a) ratio (b) area (c) percentage (d) fractions
- 39.🔀 Interleaving or blocked practice: algebra and area mixed? (a) interleaving (b) blocked practice
- 40.🔍 Which is the odd one out? (a) all area sums together (b) only fraction sums (c) a shuffled set of sums (d) same type, page by page
Answer key
- algebra, area, %, mixed
- False
- a mixed revision quiz
- one formula, 20 times
- normal and useful
- interleaving
- only fraction sums
- False
- one formula, 20 times
- all area sums together
- interleaving
- one topic all evening
- False
- ratio
- True
- interleaving
- False
- False
- blocked practice
- algebra and area mixed
- True
- False
- True
- True
- True
- same type, page by page
- one topic all evening
- you practise choosing
- area
- True
- ratio
- True
- old and new topics mixed
- switching topic each sum
- False
- fractions
- interleaving
- fractions
- interleaving
- a shuffled set of sums
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