Find the length of each side of an equilateral triangle of area 4root3
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Hey !!
Area of equilateral triangle = 4√3
√3/4 × Side² = 4√3
Side² = 4√3 × 4 / √3
Side² = 16
Side = √16 = 4 cm.
Hence,
Each side of equilateral triangle is 4 cm.
Area of equilateral triangle = 4√3
√3/4 × Side² = 4√3
Side² = 4√3 × 4 / √3
Side² = 16
Side = √16 = 4 cm.
Hence,
Each side of equilateral triangle is 4 cm.
Answered by
5
Area of Equilateral triangle = 4√3
=> √3/4 a^2 = 4√3
=> a^2 = 4√3 x 4/√3
=> a^2 = 4 x 4
=> a = √16
=> a = 4
Here, "a" is the side of Equilateral triangle. In this traingle all of its side are equal and each angle measuring as 60°.
Be Brainly
=> √3/4 a^2 = 4√3
=> a^2 = 4√3 x 4/√3
=> a^2 = 4 x 4
=> a = √16
=> a = 4
Here, "a" is the side of Equilateral triangle. In this traingle all of its side are equal and each angle measuring as 60°.
Be Brainly
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