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Early developments in geometry emerged in Greece during this time.
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Pythagoras’ theorem first came about in Greece.
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Plato begins to classify "Platonic solids" and insists on proving methods of solving equations.
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In Greece, the first area and volume equations are proven to be correct.
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The first developments of logic and deductive reasoning came about in Greece.
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Euclidean geometry and the use of axioms, postulates, formulas, and proofs emerged in Greece.
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The first rational solutions were discovered with equations that include several unknowns.
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In Greece, the first logical trigonometry table was created.
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In Greece, the equation for finding the area of a triangle from its side lengths was created.
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