find the area of equilateral triangle having square of the length of sides is square root 3/4 cm
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Find the length of the each side of an equilateral triangle having an area of √3 cm².
Solution:
Information provided to us-
Area of the equilateral triangle = √3 cm²
Let each side of equilateral triangle be 's' cm.
We know that area of the equilateral triangle is equal to (√3 / 4 ) * s², where 's' denotes the measurement of each equal side.
Hence,
(√3 / 4 ) * s² = √3
=> s²√3 / 4 = √3
=> s² = √3 * ( 4 / √3 )
=> s² = 4
=> s = √4
=> s = √( 2 * 2 )
=> s = 2 cm
Therefore,
Length of each side of equilateral triangle = 2 cm
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