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S1 English: Comparatives and Superlatives (Paper 3: challenge)

S1 English: Comparatives and Superlatives (Paper 3: challenge)

  • 2026-11-13

S1 English: Comparatives and Superlatives (Paper 3: challenge)

Paper three chains area, velocity, run-off and time into multi-step calculations and covers oxbow lakes and peak flow.

Direct answers Write the unit at every step; volume over seconds and volume over area are the commonest slips.

01 Paper details (check answers afterwards)

Item Detail
Questions 10
Suggested time 20
Difficulty mix Foundation 3 · Intermediate 3 · Challenge 3 · Error redo 1
Chapter Chapter: S1 English: Comparatives and Superlatives
Level parts of a closed circuit, conductors against insulators, series against parallel, adding up battery voltage, and electrical safety

02 Questions (10 items)

  1. FoundationA river is 12 metres wide and 1.2 metres deep with a velocity of 1.6 metres per second. What is the discharge?
  2. FoundationIf channel area rises by 25 per cent while velocity falls by 20 per cent, how does discharge change?
  3. FoundationA 40 square kilometre catchment has 1 850 millimetres of rain a year and a run-off coefficient of 0.35. What is the annual run-off in million cubic metres?
  4. IntermediateSpread evenly over that catchment, what depth of water does the run-off equal?
  5. IntermediateA 12 square kilometre catchment receives 200 millimetres of storm rain, eighty per cent of which runs off within six hours. What is the mean peak discharge?
  6. IntermediateA discharge of 23.04 cubic metres per second lasts a year. What is the annual volume in million cubic metres?
  7. ChallengeA delta builds up 0.8 centimetres a year. How thick is it after 100 years?
  8. ChallengeA reservoir of 45 million cubic metres silts up by 150 000 cubic metres a year. How many years of storage remain in theory?
  9. ChallengeHow does an oxbow lake form?
  10. Error redoA student says discharge depends only on velocity. What is wrong?

03 Answers and one-line notes

# Answer One-line note
1 23.04 cubic metres per second Twelve times 1.2 gives an area of 14.4, and times 1.6 gives 23.04.
2 It stays the same One point two five times zero point eight is 1.00, so the two changes cancel out.
3 25.9 million cubic metres 0.35 times 1.85 metres times 40 million square metres gives 25.9 million cubic metres.
4 647.5 millimetres The volume divided by 40 million square metres gives 0.6475 metres, or 647.5 millimetres.
5 88.9 cubic metres per second 0.2 metres times 12 million square metres times 0.8 gives 1.92 million cubic metres, divided by 21 600 seconds gives 88.9.
6 726.59 million cubic metres A year has 31 536 000 seconds, and times 23.04 gives 726.59 million cubic metres.
7 80 centimetres Zero point eight times one hundred gives 80 centimetres, or 0.8 metres.
8 300 years Forty-five million divided by 150 000 gives 300 years, and the real figure is shorter.
9 A meander grows until its neck is cut through in a flood, leaving the old loop cut off from the main channel The flow then takes the straighter path and the abandoned loop silts up at both ends.
10 Discharge is area times velocity, so width and depth matter just as much At the same velocity a wide deep channel carries far more water.

04 What to do after marking

  • After marking, redo only the wrong items and write down which step went wrong (formula, unit, or misread number).
  • Repeat the same item two days later; move to the next paper only when both attempts are correct.
  • Parents only need the answer and note columns; there is no need to explain every item.

Paper four clears the conductor, insulator and battery direction misconceptions.Tutor Registration →

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