PHALADEEPIKA - 22 PHALADEEPIKA - 22 | Page 11

473 A≤ymbw 22 (Bbp¿±mbZiIƒ) \£{X]mssZ LSokap∞m ]q¿hm Zim XXv ]Xn h¿jPmXm ]q¿thm‡]mZ{Iaix tIjm©ntZhw aXamlp Bcym 8. ˛ P\\kabsØ \£{X]mZØnse \mgnI sh®,v N{μ≥ \n¬°p∂ \£{X]mZØns‚ _m°n sh®v, ˛ BZysØ cminZi, injvSZi, B cmiym[n ]s‚ Zimh¿jØn¬ ImWWw. ˛ t\csØ ]d™ ]mZ{IaØn¬ XpS¿∂p≈ ZiIfpw ImWWw. ˛ CXmWv BNmcy∑mcpsS A`n{]mbw injvSZi ImWp∂ coXn DZmlcWwPmXIw. tcmlnWn \£{Xw tcmlnWn . \£{X KXw 47˛28 1/ 2 . \memw]mZw \£{X]mZw: \memw]mZw Zimcmin ao\w. Zim\mY≥ Kpcp. Zimh¿jw 10 h¿jw {Inb \£{XssZ¿Lyw 60 \mgnI. \£{XKXw 47˛281/2 _m°n (60 ˛˛ 47 1/2) = 12˛311/2 _m°n 1/ 10 $ 12˛31 2 = 10 $ 12 $ 30 = 3600 $ 7515 15 15 $ 12 $ 30 $ 60 $10 = 8.35 h¿jw 4. 2 amkw 6 Znhkw P\\injvSZi 8 h¿jw 4 amkw 6 Znhkw Qjm[n] KpcpZim. \£{Xw 60 \mgnI F∂ IW°v CS°meØpsh®p amdnbXn\m¬ Ct∏mƒ Hmtcm ZnhktØbpw \£{X\mgnI {]tXyIw t\mt°≠Xp≠v.]mcºcycoXnbnse kabm[njvTnXamb KWnXØnte Cu _p≤nap´p≈p. ÿem[njv T nXamb B[p\nI KWnXØn¬ N{μkv^pSwsh®v Cu {Inb Ffp∏w sNømw. . DZmlcWw˛˛ N{μkv^pSw 1˛20˛33 AXp hcp∂ \£{X]mZw Zimcminbpw Zim\mY\pw \£{X]mZØn¬ _m°n 53˛20 ˛˛ 50˛33 3˛20 = 10 2˛47 ? = 50˛33 = 50˛00 ˛˛ 53˛20 (tcmlnWn \memw ]mZw) = ao\w. Kpcp. 10 h¿jw = 2˛47