The area of can be expressed as the product of length of two sides.
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Figure %: A triangle with side lengths a, b, and c and angle measures A, B, and C The area of such a triangle is equal to one-half the product of the length of two of the sides and the sine of their included angle. So in the triangle above, Area=1/2(ab sin(C)), or Area=1/2(bc sin(A)), or Area=1/2(ac sin(B)).
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Area is expressed as the product of measured length of two sides. The S.I. unit of area is square metre (m2). One square metre is the area of a square of each side one metre.
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