How To Find The Area Of An Equilateral Triangle, You Can Use The Formula: (s2 √3) / 4?
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asked 8 months ago
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Suppose the length of the sides given is :
s= 3
So
In the question we are given the formula:
Area=(s2 √3) / 4
Plugging in the values in the formula:
Area=(32 √3) / 4
Squaring:
Area=(9 √3) / 4
Taking under root:
Area=(9*1.73) / 4
Multiplying:
Area=(15.57) / 4
Dividing:
Area=3.89
So for an equilateral triangle with length 3 the area would be 3.89. Hope this clarifies it for you!
s= 3
So
In the question we are given the formula:
Area=(s2 √3) / 4
Plugging in the values in the formula:
Area=(32 √3) / 4
Squaring:
Area=(9 √3) / 4
Taking under root:
Area=(9*1.73) / 4
Multiplying:
Area=(15.57) / 4
Dividing:
Area=3.89
So for an equilateral triangle with length 3 the area would be 3.89. Hope this clarifies it for you!
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