if the length of the median of an equilateral triangle is x cm then find the area of triangle
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If “a” is half of the base
Tan60 = x/a
a = x/sqrt(3)
Area = (Base/2) * Height
Area = x/sqrt(3) * x
Area = (x^2)/sqrt(3) cm^2
Tan60 = x/a
a = x/sqrt(3)
Area = (Base/2) * Height
Area = x/sqrt(3) * x
Area = (x^2)/sqrt(3) cm^2
Answered by
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Answer:
If “a” is half of the base
Tan60 = x/a
a = x/sqrt(3)
Area = (Base/2) * Height
Area = x/sqrt(3) * x
Area = (x^2)/sqrt(3) cm^2
hope it will help
Step-by-step explanation:
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