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Each smaller hexagon formed will have side length equal to 0.866(half times square root of 3)times the length of its previous hexagon
how did you get that?
sorry for bad drawing, but could u get the side of smaller hex from that ?
it's fine.. i'll analyze it for a while
what was that d/2 ??
yes, d/2 or u asked , why was that d/2 ?
i meas WHAT is that d/2? where did you get it? sorry but i find solid mensuration and geometry hard ..
d is the side of smaller hexagon , so the length i have marked here will be d/2 |dw:1350381918942:dw|
ahh.. got it.. i was confused from that equation :D
so u will have ratio of sides, know how to find ratio of areas ?
no, i don't
(ratio of sides)^2 = ratio of areas ALWAYS.
owh.. so like the equation on how i got the corresponding sides of the 2 triangles? ok.. got it.. i'll just now solve for the sides of the hexagon C
yes, find the ratio of sides of hex A and hex C.
9/16 ?? ahm.. is it??
9/16 is ratio of areas
i thought i was wrong :D that problem is complicated for me. thanks for the help man! :))