Opening your next discovery…
Opening your next discovery…
When do two different jump patterns touch the same positive place?
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.
Printed pp.164–170. Current official chapter body inspected before authoring; exact SHA and decomposition in BATCH3-PRIMARY-MATH-SOURCES.md. Selected bounded objective only; original tasks and diagrams. Educator review and complete chapter coverage remain pending.
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 · 2026-10-21Investigation 01
Trace two different pairs of jump sizes. For each pair, observe both trails reaching their first positive common landing and record it. Find a case where multiplying the jump sizes overestimates that first landing.
Blue = A's visited positions; amber = B's; green with a thicker border = both. The labelled starting point 0 is not included in positive overlaps. These are paths, not simultaneous positions on a clock.
| Jump pair | Observed first positive overlap | Product shortcut |
|---|---|---|
| No observations recorded. A typed guess without both traced paths is insufficient. | ||
Investigation 02
An explorer starts at 0 and repeats one fixed positive whole-number jump. The route must touch both 24 and 36, but must never land on closed stop 9. Find every jump size that works, not just one.
Try any candidate from 1 to 24 units. A larger jump cannot reach the smaller destination 24. Each checked candidate reveals whether it reaches the stated stops exactly; your final answer must include every valid stride.
Jumps are positive whole-number distances in abstract trail units, always starting from 0. A common landing belongs to both visited trails, possibly on different jump counts. Position 0 is the start and is excluded from first positive landings. No clock, animal speed or arrival order is modelled.