The sine rule states that every triangle has a constant that is calculated by dividing a side length by the sine of its opposite angle. [br][br]That is, that for a triangle with vertices A, B C and sides a, b, c, as in the figure below, the number[br][br][center][math]\frac{a}{sin\left(A\right)}[/math][/center][br]is equal to [br][center][br][math]\frac{b}{sin\left(B\right)}[/math][/center][right][/right]which in turn is equal to [br][br][center][math]\frac{c}{sin\left(C\right)}[/math][/center][left][/left][br]Check this out on the applet below.[br]

Is it possible to create two different triangles that have the same constant?