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HMe surface area Hhw volume-Hl Ýr®œ HC pÇfLѬÏm paÉ- Vn/Sn-1=R/n Hhw Sn+1/Vn=2πR k¡l Ýb®L Bjl¡ f¡C Vn=2πR2/n Vn-2 Hhw Sn=2πR2/n-1 Sn-2 . Conventional fÜÏa®a integrate L®lJ Bjl¡ Ýf®a f¡Ïl Vn=!-R

R Vn-1(√R2-x2 )dx. Ec¡qlZül§f ÝcM¡ k¡L hÙ¹¤ÏVl Ýr®œ Vn c¡ys¡®μR--

V0(point)=1 V1(line segment)=2R V2(disc)=πR2 =3.14159…… R2

V3(ball)=4/3 πR3 =4.18879……..R3

V4 =π2/2 R4 =4.93480……..R4

V5 = 8π2/15R5 =5.26379……..R5

V6 = π3/6 R6 =5.16771……..R6

V7 = 16π3/105R7 =4.72477……..R7

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