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aiv hvK, GKwU ¸‡YvËi aviv 12, 24, 48, … … … … avivwUi cÖ_g c`    = 12 Ges mvaviY AbycvZ,    =

                 24  = 2. GB ¸‡YvËi avivwUi †h‡Kv‡bv c‡`i gvbI Dc‡ii wZbwU c×wZ‡Z †ei Kiv hvq cÖ_g c×wZ Abyhvqx
                12
               mivmwi wb‡Pi g‡Zv K‡i †ei Kiv hvq|









               m~‡Îi mvnv‡h¨   Zg c‡`i gvb †ei Kivi Rb¨    =        −1  e¨envi Kiv nq| wKfv‡e Table mode Gi gva¨‡g
                                                        
               GB avivwUi gvb †ei Ki‡Z n‡e Zv wb‡Pi w¯Œ‡b †`Lv‡bv n‡jv-









               wØZxq w¯Œ‡b avivi wewfbœ c‡`i gvb †`Lv hv‡”Q| Gfv‡e Table mode Gi gva¨‡g GKwU wbw`©ó gvb KZ Zg c‡`
               cvIqv hv‡e †mwUI mn‡R †ei Kiv m¤¢e| Dc‡ii avivwU‡Z KZZg c‡`i gvb 12288 Zv †ei Kivi Rb¨ ïaygvÎ
               E I  R Kx e¨envi Ki‡Z n‡e| GLv‡b †`Lv hv‡”Q 11 Zg c‡`i gvb 12288.









                        myweavi gva¨‡gI ¸‡YvËi avivi †h‡Kv†bv c‡`i gvb c~‡e©i g‡Zv K‡i ‡ei Kiv hvq hv wb‡P †`Lv‡bv n‡jv|









               8.6 avivi †hvMdj

               ‡Kv‡bv Abyµ‡gi avivevwnK c`¸‡jvi †hvMdjB n‡jv aviv| GKwU RbwcÖq D`vniY n‡jv cÖ_g    msL¨K ¯^vfvweK
               msL¨vi †hvMdj|


                                                         1 + 2 = 3
                                                      1 + 2 + 3 = 6


                                                1 + 2 + 3 + 4 = 10 BZ¨vw`

               Gme msL¨vi cÖwZwUB n‡jv Abyµ‡gi c`¸‡jvi †hvMdj, †hLv‡b    =    MwY‡Z GB ai‡bi †hvMdj wb‡Pi g‡Zv
                                                                        
               K‡i cÖKvk Kiv nq-

                                                              
                                                           ∑   
                                                             =1

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