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Area of a equilateral triangle with side √3/4 is |
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Answer» To Find:-Area of the EQUILATERAL triangle of side √¾.__________...We know, Area of an equilateral triangle = √¾ s²where, s = Side. Side given = √¾Therefore, it's area :- √¾ (√¾)²(Arranged an expression as PER the formula) = √¾(¾) (Simplification 1; simplified √¾²) = 3√3/4√4 (Answer)_____________...Required Answer:- Therefore, area of the equilateral ∆ is .Tip:- You can ALSO use the heron's formula to fetch the answer. _____________...(TheAssassin's ADVICE:-If you're confused with the formula, try this:-Draw a rough figure of an equilateral triangle of side (s) . Draw a perpendicular from the base which connects the top of the triangle.Find the altitude using the PYTHAGORAS theorem. Put it in the formula (½ × base × height), you'll get the formula.) |
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