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        <div id="content-top1">Page 126 - maths_g10p1</div>
        <div id="content-top2">P. 126</div>
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    <pre style="white-space:pre-line"><code>Ï€``â—ŠG

â€˜ âˆšÃ´XÃ‰Ã¦j â€¦Ã²dG Ã´Â°Ã¼Ã¦Â©dG â€¦hÃ‰Â°Ã¹j Â¤hCâ€™G Ã¡aÆ’Ã˜Â°Ã¼Å¸G â€˜ Ã´Â°Ã¼Ã¦Y Ï€c Â¿Ã‰E a ÃšÃ jhÃ‰Â°Ã¹Ã e ÃšÃ aÆ’Ã˜Â°Ã¼Å¸G Â¿CG Ã‰Ãƒ
                                                                     :Ã¡Â«fÃ‰Ã£dG Ã¡aÆ’Ã˜Â°Ã¼Å¸G

          12 =6- Ãœ2

          18 = Ãœ2

             9= Ãœ

          19+ 4= 10+ 2

             9 = 2-

          9  -=

          2

                 3 Ã–jQÃ³J

          :ÃšÃ Â«dÃ‰Ã dG ÃšÃ aÆ’Ã˜Â°Ã¼Å¸G â€¦hÃ‰Â°Ã¹J ÃˆÃ NG

13        0^2 0^75

5 4 = Â¢U     1 = Â¢S

16        82
2 0^5

          Ã¤Ã‰aÆ’Ã˜Â°Ã¼Å¸G Â´GÆ’fCG

:Ã¤Ã‰aÆ’Ã˜Â°Ã¼Å¸G Ã¸e Ã¡eÃ‰Â¡dG Â´GÆ’fCâ€™G Â¢â€ Â©H Â»âˆj Ã‰ÂªÂ«a Ã´cÃ²Ã¦Â°S

(Square Matrix):Ã¡Â©HÃ´Å¸G Ã¡aÆ’Ã˜Â°Ã¼Å¸G (1

.Ã‰Â¡JÃ³ÂªYCG OÃ³Y â€¦hÃ‰Â°Ã¹j Ã‰Â¡aÆ’Ã˜Â°U OÃ³Y Â¿Ã‰c GPGE Ã¡Â©HÃ´e Ã¡aÆ’Ã˜Â°Ã¼e Ã¡aÆ’Ã˜Â°Ã¼Å¸G â‰ˆÂªÂ°Ã¹J
                                        1- 2

        2 *2 Ã¡Ã‘JÃ´dG Ã¸e Ã¡Â©HÃ´e Ã¡aÆ’Ã˜Â°Ã¼e Â»g 7 5 = Ã¡aÆ’Ã˜Â°Ã¼Å¸G Ã“Ã£Âªa

                        (Zero Matrix) Ã¡jÃ´Ã˜Â°Ã¼dG Ã¡aÆ’Ã˜Â°Ã¼Å¸G (2
.Gk Ã´Ã˜Â°U â€¦hÃ‰Â°Ã¹j Ã‰Â¡Â«a Ã´Â°Ã¼Ã¦Y Ï€c Â¿Ã‰c GPGE Ã¡jÃ´Ã˜Â°U Ã¡aÆ’Ã˜Â°Ã¼e Ã¡aÆ’Ã˜Â°Ã¼Å¸G â‰ˆÂªÂ°Ã¹J

                     126</code></pre>
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