if each side of an equilateral triangle is 8 cm , then find its altitude.
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semi perimeter = (8+8+8)/2 = 12 cm
By Heron' Formulaarea = √[s(s-a)(s-b)(s-c)] =√[12×4×4×4] =16√3 cm²
As we know that, area = (1/2)×base×altitude⇒16√3 = (1/2)×8×altitude⇒altitude = 4√3 cm
By Heron' Formulaarea = √[s(s-a)(s-b)(s-c)] =√[12×4×4×4] =16√3 cm²
As we know that, area = (1/2)×base×altitude⇒16√3 = (1/2)×8×altitude⇒altitude = 4√3 cm
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we know that, area of triangle = (1/2)×base×altitude
⇒16√3 = (1/2)×8×altitude
⇒altitude = 4√3 cm
⇒16√3 = (1/2)×8×altitude
⇒altitude = 4√3 cm
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