the area of an equilateral triangle is 16 root3. find its perimeter
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Area of an equilateral triangle = √3/4 a2 units
Given area of the triangle is 16√3 cm2
√3/4 a2 =16√3 cm2
= a2 = 16√3 cm2* 4/√3
= a2 = 64 cm2
= a = 8 cm
Perimeter of the triangle = 3a = 3*8cm = 24 cm
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Area of an equilateral triangle √3/4 a² units
given are of the triangle is 16 √3 cm²
√3/4 a² = 16 √3 cm²
=a² = 16 √3 cm² *4/√3
=a² = 64cm²
=a = 8cm
perimeter of the triangle = 3a = 3*8cm = 24cm
given are of the triangle is 16 √3 cm²
√3/4 a² = 16 √3 cm²
=a² = 16 √3 cm² *4/√3
=a² = 64cm²
=a = 8cm
perimeter of the triangle = 3a = 3*8cm = 24cm
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