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The Ptolemy’s theorem is based on the Pythagoras theorem. The theorem lays its implication on the right angled triangles. This theory serves the corner stones and the ground work of Trigonometry, which establishes and develops the relation between sides and angels of a triangle. According to this theorem:
Sin2 (A) + Cos2 (A) = 1
According to this theorem, A is the internal angle of the triangle. Sin A is the length of the triangle opposite to the hypotenuse while Cos A is the length adjacent to the hypotenuse. The length of the hypotenuse is 1.
According to this theorem, the following deduction and expression is made:
Sin (A+ B) =sin (A) cos (B) + cos (A) sin (B)
Sin (A- B) = sin (A) cos (B) – cos (A) sin (B)
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