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Area of Triangles
You know that Area = base x height / 2, but what other ways are there to find the area of a triangle? Brace yourself for some potent formulae.
Which of the following triangles has a larger area:
Triangle A, with side lengths of \( 13, 13, 10 \)
\[\text{or } \]
Triangle B, with side lengths of \( 13, 13, 24 \)?
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by
Calvin Lin
If the side of the square is \(2\), then what is the area of \(\triangle{BEG}\)?
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by
Isaac Arce Aguilar
Find the area of a triangle with sides \(\sqrt{13}, \sqrt{61} , \sqrt{80} \).
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by
Chung Kevin
In triangle \(\triangle ABC\), \(BE\) and \(CF\) are medians. \(BE=9\text{ cm}\), \(CF=12\text{ cm}\). If \(BE\) is perpendicular to \(CF\), find the area of the triangle \(\triangle ABC\) in \(\text{ cm}^2\).
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by
naitik sanghavi
\(ABCD \) is a parallelogram. The area of \(ABCT\) is 45 and \(T\) is the midpoint of \(AD\). Find the area of triangle \(ACD\).
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by
abhigyan adarsh