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Abykxjbx-10


               1. wb‡Pi g¨vwUª·¸‡jv jÿ¨ Ki-

                      1    2                       3 −1 9
                  = [        ]                 = [            ]
                      3   −4                       2    4    5
                                                   3
                       2   −3
                  = [         ]                = [4]
                       1   −5
                                                   2

               K¨vjKz‡jU‡ii mvnv‡h¨ †ei Ki (‡ei Kiv bv †M‡j, †Kb m¤¢e bq e¨vL¨v Ki)

               (i) 5          (ii)    +      (iii)         (iv)          (v)     

                                                    6
                     2
                                     −1
               (vi)           (vii)         (viii)   
                                                 2   5
               2. (i) K¨vjKz‡jUi e¨envi K‡i    = (   1) g¨vwUª·wUi wbY©vq‡Ki gvb †ei Ki|
                                                 1
                                                     2
               (ii) Edit matrix e¨envi K‡i    g¨vwUª·wUi fMœvsk Dcv`vb‡K 3 Øviv cÖwZ¯’vcb K‡i bZzb g¨vwUª‡·i wbY©vq‡Ki
                  gvb †ei Ki|
                                               −1
               3. hw`      =    nq Zvn‡j    =      . K¨vjKz‡jU‡i g¨vwUª· e¨envi K‡i wb‡Pi mij mn mgxKiY¸‡jv
                  mgvavb Ki-

               (i) 3   − 2   = 2

                       + 5   = 29

               (ii) 1.2   − 4   = 0.62

                     1.6   − 2.8   = 1.46

               (iii)    + 4   −    = −2

                      3   −    + 3   = 19

                     −2   +    +    = −7

               (iv) 3   −    + 4   = 15

                         −    +    = 0

                        + 4   − 2   = 17


               4. nv‡mg Avjx jÿ¨ Ki‡jv 4 Kvc Kwd I 3 Kvc Pv Gi Rb¨ †gvU 26 UvKv LiP nq Ges 2 Kvc Kwd I 5 Kvc
               Pv Gi Rb¨ 27 UvKv LiP nq| K¨vjKz‡jU‡i Matrix e¨envi K‡i cÖwZ Kvc Kwd I Pv Gi `vg KZ n‡e Zv †ei
               Ki|









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