If the area of an equilateral triangle is 32root 3 then find the perimeter of the triangle
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let each side of equilateral triangle be 'a' then
area of triangle = √3a^2/4
therefore √3a^2/4=32√3
a=8√2
now perimeter = 3a = 24√2
Answered by
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Step-by-step explanation:
✓3a²/4 = 32✓3
a²/4=32
a²= 128
a=8✓2
3a= 3x8✓2
3a=24✓3
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