Indeterminate Equations of the First Degree: Difference between revisions
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Āryabhaṭa I was the earliest Hindu Algebraist worked on the Indeterminate Equations of the First Degree. He provided a method for solving the simple indeterminate equation | Āryabhaṭa I (476) <ref>{{Cite book|last=Datta|first=Bibhutibhusan|title=History of Hindu Mathematics|last2=Narayan Singh|first2=Avadhesh|publisher=Asia Publishing House|year=1962|location=Mumbai}}</ref>was the earliest Hindu Algebraist worked on the Indeterminate Equations of the First Degree. He provided a method for solving the simple indeterminate equation | ||
<math>by-ax=c</math> | <math>by-ax=c</math> | ||
where a, b and c are integers. | where a, b and c are integers.He also provided how to extend this to solve Simultaneous Indeterminate Equations of the first degree. | ||
Bhāskara I (522) | |||
Revision as of 11:23, 22 February 2022
Āryabhaṭa I (476) [1]was the earliest Hindu Algebraist worked on the Indeterminate Equations of the First Degree. He provided a method for solving the simple indeterminate equation
where a, b and c are integers.He also provided how to extend this to solve Simultaneous Indeterminate Equations of the first degree.
Bhāskara I (522)
- ↑ Datta, Bibhutibhusan; Narayan Singh, Avadhesh (1962). History of Hindu Mathematics. Mumbai: Asia Publishing House.
