Respuesta :
Area = 6 * (0.5*16*8sqrt3)
= 6 * 64 sqrt3
= 384 sqrt3 sq units
or 665.1 sq units to nearest tenth
= 6 * 64 sqrt3
= 384 sqrt3 sq units
or 665.1 sq units to nearest tenth
The area of a regular hexagon is mathematically given as
A=665.1 sq units
What is the area of a regular hexagon whose side length is 16 in.?
Question Parameter(s):
a regular hexagon whose side length is 16 in.
and the apothem is 8 square root 3
Generally, the equation for the area is mathematically given as
A=(3√3)/2 *a^2
Therefore
A = 6*(0.5*16*8√3)
A= 384√3 sq units
A=665.1 sq units
In conclusion, the area of a regular hexagon
A=665.1 sq units
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