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Period: 400 BCE to 300
Ancient Greeks lay foundations
During this time period the Greeks lay foundational pieces to the eventual solution of cubic equations. Hippocrates was one contributer. -
300
Diophantus of Alexandria
Diophantus solved one specific cubic equation, which arose in his solution to a geometric problem. -
628
Brahmagupta solves the quadratic
Brahmagupta gives the first explicit solution to a quadratic equation using a formula. This lays the foundation for work on higher order solutions. -
1000
Omar Khayyam
In the 11th century the Persian mathematician discovered that there were 14 possible types of cubic equations, which he proved geometrically. -
1530
Tartaglia
Nicolo of Brescia, better known as Tartaglia, finds an imperfect method to solving cubic equations -
1545
Cardano's Ars Magna
Girolamo Cardano published a solution to a cubic equation in his work Ars Magna (crediting Tartaglia appropriately with help on this subject). Now known as Cardano's method