Asked by darik
                the area of a regular hexagon is given as 384√3 
a. how long is each side of a hexagon
b. find the radius of a hexagon
c. find the apothem of a hexagon
            
            
        a. how long is each side of a hexagon
b. find the radius of a hexagon
c. find the apothem of a hexagon
Answers
                    Answered by
            Reiny
            
    A regular hexagon can be divided into 6 equal equilateral triangles.
So each one has an area of 64√3
let's look at one of those.
Area of a triangle = (1/2)absinØ, where a and b are sides with Ø as their contained angle.
If each side is x, then
(1/2)x^2 sin60° = 64√3
(1/2) x^2 (√3/2) = 64√3
x^2 = 256
x = 16
take it from here
    
So each one has an area of 64√3
let's look at one of those.
Area of a triangle = (1/2)absinØ, where a and b are sides with Ø as their contained angle.
If each side is x, then
(1/2)x^2 sin60° = 64√3
(1/2) x^2 (√3/2) = 64√3
x^2 = 256
x = 16
take it from here
                    Answered by
            Aliye umer 
            
    Two triangles area similar the sides of one area 4,6,and 7cm,the short est side of the ather is 10cm calculate the lengths of the other two sides of this triangle 
    
                    Answered by
            Anonymous
            
    A. 4                     B.2
    
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    Family
    
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    Answer
    
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