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        <div id="content-top2">P. 132</div>
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    <pre style="white-space:pre-line"><code>: Â¿CG Ã³Å’ Â¿CG âˆ‚Ã¦Î¼Ã â€˜Æ’Ã˜Â°Ã¼Å¸G â„¢ÂªÃ·G âˆžjÃ´Â©J Î©GÃ³Ã®Ã Â°SÃ‰H Ï€``â—ŠG

                            00           Ãœ

                                      =

                            00           O `L

. â€˜Æ’Ã˜Â°Ã¼Å¸G â„¢ÂªÃ·G Ã¡Â«âˆÂªÂ©d IÃ³jÃ‰Ã™G Ã¡aÆ’Ã˜Â°Ã¼Å¸Ã‰H â‰ˆÂªÂ°Ã¹J Ã‰e Â»gh

(Inverse of a Matrix) Ã¡aÆ’Ã˜Â°Ã¼Âªâˆd Â»Â©ÂªÃ·G Ã’Â¶Ã¦dG

72                                                            4 âˆ«Ã‰Ã£e
1- 5
                            Ã¡aÆ’Ã˜Â°Ã¼Âªâˆd Ã¢Ã˜Â«Â°VCG GPEG Â»Ã dG Ã¡aÆ’Ã˜Â°Ã¼Å¸G Ã³LhCG
                                 .ÃŸMÃ“J GPÃ‰e.IÃ³jÃ‰Ã™G Ã¡aÆ’Ã˜Â°Ã¼Å¸G Â»Â£Â©J

                                                     Ï€``â—ŠG

      00                    Ãœ                72

                            =+

      00                        O `L         1- 5

                            00           Ãœ+7 +2

                                   =

                            00           O+ 1- `L+5

(ÃšÃ aÆ’Ã˜Â°Ã¼e â€¦hÃ‰Â°Ã¹J Â¢UGÆ’N Ã¸e)  2-=              0= +2
                            7-=Ãœ             0=Ãœ+7
                            5 - = `L         0 = `L + 5
                                             0 = O + 1-
                              1=O

                            7- 2-        Ãœ

                                      =

                            1 5-         O   `L

, 1- OÃ³Â©dG â€˜ Ã¡aÆ’Ã˜Â°Ã¼Å¸G Ã´Â°UÃ‰Ã¦Y ÃœÃ´Â°â€ j Â¬fÃ‰E a Ã¡aÆ’Ã˜Â°Ã¼Âªâˆd Â»Â©ÂªÃ·G Ã’Â¶Ã¦dG OÃ‰Ã©jâ€™E Â¬fCG ÃŸMÃ“J âˆ‚âˆÂ©d
                                           - Æ’g Ã¡aÆ’Ã˜Â°Ã¼Âªâˆd Â»Â©ÂªÃ·G Ã’Â¶Ã¦dG Ã´NBG â‰ˆÃ¦Â©Ãƒ

                                           132</code></pre>
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