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.

What is the ratio of the area of the smaller equilateral triangle to the larger equilateral triangle?

A triangle has sides 15, 41, and 52. What is its area?

If \(AB = 10\) and \(BD = 8\), then what is the area of \( \triangle ABC\)?

The diagram above shows a triangle, it is known that \(ADEF\) is a parallelogram, \(X\) is a point on line \(AB\), \(Y\) is a point on line \(AC\). If the area of \(\triangle XEF\) is 1, then the area of \(\triangle DEY\) is...

This is one part of 1+1 is not = to 3.

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