Perimeter of an equilateral triangle is 12. Length of its altitude drawn on any
side is :
[A] 2√3 [B] 4 [C] 3√3 [D] 6
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As the ∆ is equilateral
perimeter = addition of all sides
hence each side = 4
now altitude drawn on any side of equilateral ∆ ,bisect the line
hence by using pythagoras theorem
{length of altitude]^2=16-4=12
hence length of altitude=√12=2√3
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