the square of an equilareral triangle is

sq cm find its perimetre
Answers
Answered by
3
I guess it's area.
Area of eq. ∆ = 36√3
WKT, Area of eq ∆ = [√3/4] side^2
Therefore, (√3/4)side^2=36√3
This implies, side = √144 = 12 cm
Therfore, Perimeter = 3×12 = 36 cm.
Area of eq. ∆ = 36√3
WKT, Area of eq ∆ = [√3/4] side^2
Therefore, (√3/4)side^2=36√3
This implies, side = √144 = 12 cm
Therfore, Perimeter = 3×12 = 36 cm.
Anonymous:
Shanaya 001
Answered by
3
Hey mate......^_^
Here's ur ans. ⬇
_________________
Area of equilateral triangle = √3 a^2 /4
36√3 = √3 a^2/4
36 ×4= a^2
a = 12 m
Therefore ,side of equilateral triangle = 12 m
Perimeter = Sum of all sides
= 3×12
= 36 m
_______________
✌Hope it helps
Here's ur ans. ⬇
_________________
Area of equilateral triangle = √3 a^2 /4
36√3 = √3 a^2/4
36 ×4= a^2
a = 12 m
Therefore ,side of equilateral triangle = 12 m
Perimeter = Sum of all sides
= 3×12
= 36 m
_______________
✌Hope it helps
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