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________________ Table 2A E0.1 >0.36 E0.2 > 0.48 E0.3 > -0.10 E0.4 > 1.44 E0.5 > -0.21 E0.6>-0.97 E0.7 > -2.78 E0.8 > -3.66 E0.9 > -6.28 The degree of accuracy of an area specified by (2.2) may also be easily extracted from its percentage error Ee calculated below (see Table 2B) E. - [À 1] *100 = [V10-Com - 1] x 100 Table 2B E0.1 = 0.36 E0.2 = 0.56 E0.3 = 2.10 E0.4 = -4.29 E0.5 = -7.20 E0.6 = -10.87 E0.7 = -15.42 E0.8 = -21.0 E0.9 = -27.83 It may be concluded that it is remarkable that the formula (2.1) is applicable for e near 0.1-0.3, 0.5, 0.6 and (2.2) for e in the range 0.1 and 0.2 including vicinities. The Circular Segment 3.1 Consider a circular arc AB of radius r subtending an angle 20 at the centre. See Figure 3. The formula (3.11) s = [12 + (1x2 - 4)h2]1/2 with t = 3 is found in the GSS as a practical rule ([6] and [8]). Most Jaina works including the GSS use this formula explicitly with x= V10 33 For Private & Personal Use Only Jain Education International www.jainelibrary.org
SR No.524019
Book TitleJinamanjari 1999 04 No 19
Original Sutra AuthorN/A
AuthorJinamanjari
PublisherCanada Bramhi Jain Society Publication
Publication Year1999
Total Pages88
LanguageEnglish
ClassificationMagazine, Canada_Jinamanjari, & Canada
File Size5 MB
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