Opening your next discovery…
Opening your next discovery…
Does the same amount of fabric always need the same length of edging?
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.147–154. 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
Build two edge-connected patch designs with the same area of at least 6 square centimetres, but different exposed-edge perimeters. Save each design and use them to challenge the claim.
Every patch side is 1 cm. Use Enter or Space to toggle a patch; arrow keys move focus between patches. Designs may contain holes: their exposed inner edges also need edging. A corner touch alone does not connect fabric edges. Gold-and-navy lines mark exposed edging; interior seams do not count.
Add patches to expose their boundary edges.
0 cm² area · 0 cm exposed perimeter
No design saved yet
0 cm² area · 0 cm exposed perimeter
No design saved yet
Investigation 02
A five-patch U-shaped design has area 5 cm² and exposed-edge perimeter 12 cm. Predict what happens when the missing patch in its notch is added. Count the edges it shares, then place the test patch.
Each equal square patch has a side of 1 cm. All exposed edges count as perimeter, including the boundary of a hole; edges shared by two fabric patches do not count. The finite grid models exact rectilinear figures, not seam allowances, fabric stretching, cost or cutting waste.