Table 3 sequences evolve geometrically. Stacked squares and triangles grow cumulatively, complete graphs increase connections exponentially, regular polygons add sides symmetrically, and Koch snowflakes subdivide endlessly, forming intricate, fractal-like shapes.
Class 6 Mathematics Ganita Prakash Patterns in Mathematics
Class 6 Mathematics Chapter 1 Patterns in Mathematics question answer
Patterns in Table 3 follow geometric progressions. Stacked squares and triangles expand layer by layer, forming visual sequences. Complete graphs grow exponentially as more connections are added. Regular polygons increase their sides symmetrically, transitioning from triangles to decagons. The Koch snowflake subdivides line segments iteratively, creating fractal-like designs. Observing these changes geometrically clarifies their growth, emphasizing the interplay between visual and numerical development within shape sequences.
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