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first step: the perimeter of such hexagon is \(12 \cdot 6=...?\)
72
that's right!
second step: the apothem \(a\) of the hexagon, is given by the subsequent computation: \(a=0.866 \cdot l=0.866 \cdot 12=...?\) 0.866, is a fixed number
10.392
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correct!
third step: the requeste area, is: \[area = \frac{{perimeter \times apothem}}{2} = \frac{{72 \cdot 10.392}}{2} = ...?\]
requested*
374.112
perfect! final step: we have to round such number, so, please rewrite that number with only one decimal figure
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374.1
that's right!
:)
@surjithayer
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