Opening your next discovery…
Opening your next discovery…
Where does rain go when the landscape changes?
A prediction is a starting idea. You can revise it after exploring.
Use at least 40 characters and include an observation. Your writing is saved as evidence; it is not automatically judged for accuracy.
This records completion of this demonstration. It is not an official grade or a claim of mastery.
This is an original Bodhi learning activity. Official references establish its curriculum context, rather than endorsement of the simulation or complete syllabus coverage.
Contents. Official prelims inspected; The World Around Us integrates environmental, scientific and social inquiry. Selected chapter labels only.
Source checked · 2026-10-21Part 1 course outline, pp. 8–11. New 2026–27 course inspected. Selected themes include surface processes, early civilisations, democracy and scarcity. French Revolution is not used as an assumed Class IX chapter.
Source checked · 2026-10-21Original activities, questions, reading passages and fictional archives. A curricular connection does not make a Bodhi activity an official NCERT exercise. Broader grade adaptation awaits educator review.
Mapping under review · 2026-10-21Rainfall is conserved: 2.9 + 21.4 + 35.8 ≈ 60 mm (rounded). Surface runoff is about 358 m³ over one hectare. Try changing vegetation while holding rainfall and slope fixed.
A deterministic water-budget illustration, not a flood forecast or real map. Interception = rain × 0.12 × vegetation fraction. Infiltration = remaining rain × (0.25 + 0.5 × vegetation fraction) × (1 − 0.45 × slope/40). Runoff is the remainder. Soil type and event duration stay fixed; no evaporation, storage limit, groundwater return or travel time is modelled.