पृष्ठम्:महासिद्धान्तः.djvu/45

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~ 22 OONTENTS. This method is not found in any known Sanskrit work up to this time. In 14th era of (Patadhikara) the author says that the base of my work is old Aryabhata's (26.3 tria) work लघ्वार्यभटीय. w i i Comparing methods of the author and estariate it is clear that agrixia is not that 3Trisia, the author of etariidra, for ratio of circumference and diameter of eitarie 62832 3927 x 16 3927 20uou 1250x 16 T 1250 (Ganitapada, 10th Sloka) and that of the author is by 88 Sloka of Chapter xv 수 . by 92 Sloka , 22 7 and by 37 Sloka of Chapter XVI 21600 T6876 600 x 36 600 1936.191 Bhaskara says in his Vasanabhashya of 52 Sloka of Bhuvana Kosa of Goladhyaya “ 3rdîsīgsgrè 2 • • • • fệBrizष्टयमर्तुमतः ६२८३२ पाराधिरार्यभटाद्यैरङ्गीकृतः । यत् पुनः श्रीधराचार्यब्रह्मगु`सादिभिव्यसवर्गाद्दशगुणात् पदं परिधिः स्थूलेोऽप्यङ्गीकृतः स सुखार्थम् । नहि ते न strift ' This first rule is found in 10th Sloka of Ganitapada of Laghu-Aryabhatiya, and second rule is well known in the works of Sridhara, etc. I think by *अार्यभटाद्यैः’ Bhaskara means many mathematicians as 26title, etc. By Bhaskara's wording in Wasanabhashya of 58-61 Slokas, Goladhyaya Bhuvana Kosa “ ha got : ki>'haqani &raफलं गुणितं घनफलं स्यादिति । तत् प्रायश्चतुर्वेदाचार्यः परमतमुपन्यस्तवान् ?’’ it is clear by Rht that Bhaskara has not seen the work of Aryabhata ( Saritary) for the above rule is given in LaghuAryabhatiya, Ganitapada, in the 7th Sloka.