మహావీరాచార్య (గణిత శాస్త్రవేత్త): కూర్పుల మధ్య తేడాలు

==మహావీరుని గణిత భావనలు==

 

Mahavira solved higher order equations of ''n'' degree of the forms:-

<math>\ ax^n = q</math>

<math>a \frac{x^n - 1}{x - 1} = p</math>

 

 

Aditya expressed characteristics of a [[cyclic quadrilateral]], like [[Brahmagupta]] did previously. Mahavira also established equations for the sides and diagonal of Cyclic Quadrilateral.

<math>\ xy = ac + bd </math>

 

 

* {{MacTutor Biography|id=Mahavira|title=Mahavira}}

* Bibhutibhusan Datta and Avadhesh Narayan Singh (1962). ''History of Hindu mathematics: a source book''.

 

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