Question

The perimeter of a regular hexagon is 108. What is its area?

Answer 1

108/6=18, length of hexagon edge
A=(3*sqrt(3)/2)*t^2, where t is the edge length
A=841.7767

Answer 2

omar_86 i cannot fnd that answer in my list.

Answer 3

what options u have?

Answer 4

30, 41,31,0

Answer 5

and the perimeter is 108?

Answer 6

sorry i gave the choices to the wrong question.

Answer 7

486*square root 3, 81*square root 3, 729, 729*square root 3

Answer 8

it's 486*square root 3

Answer 9

can you please explain for clarification thanks.

Answer 10

the law of hexagon area is:

3*sqrt(3)
-------- * t^2
2

where t is the edge length, ok till now?

Answer 11

thank u im fine

Answer 12

we divide the whole perimeter length by 6, since hexagon, to get the edge length, in this case 108/6=18

Answer 13

then substitute 18 into the previous equation instead of t