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j¶bxq ‡h, ZvwjKvi Rb¨ e¨eavb cÖ‡Z¨Kevi µgvš^‡q 0.1, 0.1 Ges 0.001 Gfv‡e K‡g‡Q| Gi d‡j K¨vjKy‡jUi
               µgvbyhvqx cÖwZwU ZvwjKvq `kwg‡Ki ci AviI AwaK ¯’vb ch©šÍ mwVK djvdj cÖ`k©b Ki‡e| GB c×wZ AviI

                                    ‘
               cybive…wË Kiv m¤¢e| wKš Avgiv GLv‡bB ‡_‡g hve ‡Kbbv    ≈ 1.88 fvj GKwU Avmbœ gvb hv `yB `kwgK ¯’vb
               ch©šÍ mwVK Ges cÖ_g c×wZi m‡½ mvgÄm¨c~Y©| QR ‡Kv‡Wi gva¨‡g cÖvß wb‡Pi ‡jLwPÎ `ywU ‡_‡K ‡`Lv hv‡”Q ‡h
               wKfv‡e GKwU dvsk‡bi g~j Lyu‡R ‡ei Kivi gva¨‡g `ywU dvsk‡bi ‡jLwP‡Îi ‡Q`we›`y Abygvb Kiv hvq|











                j¶Yxq ‡h GKwU ‡Q`we›`y, Dc‡i cÖvß gv‡bi KvQvKvwQ Ges AšÍidj (wWdv‡iÝ) dvsk‡bi GKwU g~j    = 1.88
               Gi wbKUeZ©x|


               ClassWiz Gi gva¨‡g Equation mode e¨envi K‡i wÎNvZ mgxKiY   ³ − 3   − 1 = 0 Gi wZbwU mgvavb
               ‡ei Kiv hvq hv wb‡P ‡`Lv‡bv n‡q‡Q|








               hv ‡_‡K gv‡bi ZvwjKv e¨envi K‡i GLv‡b eY©bv Kiv c×wZ¸‡jv Ab¨vb¨ ‡Rvov dvsk‡bi ‡¶‡ÎI e¨envi Kiv hvq
               hv Equation mode Gi gva¨‡g Kiv hvqbv, Ges dvsk‡bi gvb¸‡jv wKfv‡e m¤úwK©Z ‡mwU m¤ú‡K©I fvj aviYv
               ‡`q|




                                                       D`vniYgvjv


               1.    = {(  ,   ) −    ∈    Ges    −    = 1}, ‡hLv‡b    = {−3, −2, −1,0},    dvskbwUi ‡Wv‡gb I ‡iÄ
               wbYq Ki‡Z n‡e|
                  ©

               mgvavb-  cÖ_‡g    −    = 1  ‡K  Gi  mg‡Zvyj¨  dvskb    =    + 1 ⇒   (  ) =    + 1  AvKv‡i  cÖKvk  K‡i
                     y
               K¨vjK‡jU‡i cÖ‡ek Kiv‡Z n‡e| Gic‡i Start, End Ges Step wn‡m‡e h_vµ‡g −3,0 I 1 cÖ‡ek Kiv‡Z n‡e|
               Zvn‡j wb‡Pi w¯Œ‡bi g‡Zv GKwU gv‡bi ZvwjKv cvIqv hv‡e, ‡hLv‡b    Kjv‡gi gvb¸‡jv ‡Wv‡gb Ges   (  )
               Kjv‡gi gvb¸‡jv     Gi gvb ev dvskbwUi ‡iÄ|









               (Key log-  w9[+1==p3=0=1==)



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