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        <div id="content-top1">Page 41 - maths_g10p2</div>
        <div id="content-top2">P. 41</div>
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    <pre style="white-space:pre-line"><code>Ã¡eÃ‰Y Ï€FÃ‰Â°Ã¹eh Ã¸jQÃ‰â€œ

              1 - Â¢S = (Â¢S) `g           : Â»âˆj Ã‰â€¡ Ï€Î¼d (Â¢S) `g â‰ˆâˆY (Â¢S) O ÂºÂ°Ã¹bG (1
             3 + 2Â¢S = (Â¢S) `g                 2 + 2Â¢S2 - 3Â¢S = (Â¢S) O ( CG
              3 - Â¢S = (Â¢S) `g                  6 - 2Â¢S + 4Â¢S = (Â¢S) O (Ãœ
              3 + Â¢S = (Â¢S) `g
                                            Â¢S6 - 3Â¢S + 2Â¢S- = (Â¢S) O (`L
                                             12 + Â¢S11 + 3Â¢S = (Â¢S) O ( O

                                                          : Ã¡Â«dÃ‰Ã dG Ã´jOÃ‰â‰¤dG Â§Â°Ã¹H (2

1 - Â¢S       *  2 + Â¢S3 + 2Â¢S    (Ãœ                            18 + Â¢S9 + 2Â¢S     ( CG
2 + Â¢S             6 - Â¢S                                          6 + Â¢S

2Â¢S8 - 3Â¢S2  *  3  - Â¢S5 + 2Â¢S2  (O                 4 - Â¢S  Ã·  8 - Â¢S2 - 2Â¢S      (`L
9+Â¢S6 + 2Â¢S        Â¢S4 - 2Â¢S                        3 + Â¢S        3 + Â¢S          (`g

                   1 - 4Â¢S       (h      4  + Â¢S2           *  15  - Â¢S2 +  2Â¢S
                   1 - 3Â¢S               +  Â¢S7 +                  2 + Â¢S
                                     10             2Â¢S

Â§Â°ShCâ€™G OÃ³Â©dG ÃœÆ’âˆâ‰¤e Ã¬Ã´W Å“Ã‰f Â¿CG Ã¢Ã‘KCG , 1 + Â¢S2 Ã‰gÃ´Â¨Â°UCG ,Ã¡Â«dÃ‰Ã Ã e Ã¡Ã‘LÆ’e Ã¡jOÃ´a OGÃ³YCG Ã¡KÃ“K (3
Ã¸jOÃ³Â©dG ÃœÃ´Â°V Ï€Â°UÃ‰M â‰ˆâˆY Ã‰k eÆ’Â°Ã¹â‰¤e ÃˆcCâ€™G OÃ³Â©dG â€¦hÃ‰Â°Ã¹j Ã´Â¨Â°UCâ€™G OÃ³Â©dG ÃœÆ’âˆâ‰¤e âˆžÂ©Â°V Ã¸e

                                                                  .Â§Â°ShCâ€™Gh Ã´Â¨Â°UCâ€™G

Æ’gÃ‰ÂªgÃ³MCG Â¿Ã‰c GPEG 21 + Â¢U5 - 2Â¢U18 - 3Â¢U 8 Æ’g ÃšjÃˆL Ã¸jQGÃ³â‰¤e ÃœÃ´Â°V Ï€Â°UÃ‰M (4
                                                      .ÃŠÃ‰Ã£dG QGÃ³â‰¤Å¸G Ã³LhCÃ‰a 3 - Â¢U2

        .Î© Ã³LhCÃ‰a 1 + Â¢S = (Â¢S) `g â‰ˆâˆY Ã¡ÂªÂ°Ã¹â‰¤dG Ï€Ã‘â‰¤j 2 - Â¢S5 + 2Â¢S Î© = (Â¢S) Â¥ Â¿Ã‰c GPGE (5
â€˜ Ã’Â«Â¨J â„¢e âˆ«hCâ€™G OÃ³Â©dG Â»ÂªbQ Â¢Ã¹Ã˜f Ã¸e Â¿Æ’q Î¼e Ã´NBG OÃ³Yh , ÃšÃ˜âˆÃ ï¬‚ ÃšÂªbQ Ã¸e Â¿Æ’Î¼e OÃ³Y (6
ÃšH Ã–LÆ’Å¸G Â¥Ã´Ã˜dG â‰ˆâˆY , Ã¸jOÃ³Â©dG Â»Â©HÃ´e ÃšH Ã–LÆ’Å¸G Â¥Ã´Ã˜dG Ã¡ÂªÂ°Ã¹b ÃªQÃ‰N Â¿CG Ã¢Ã‘KCG .Ã‰ÂªÂ¡Ã‘Â«JÃ´J

                                                         .99 â€¦hÃ‰Â°Ã¹j ÃšÂªbÃ´dG Â»Â©HÃ´e

    .Ã¡dOÃ‰Â©Å¸G Â¿Æ’cq ÂºK Ï€Î¼Â°T Ï€Î¼d Ã¡Â«Â©Â«HÃŽdG Ã¡dOÃ‰Â©Å¸G Ï€M Ã¡YÆ’Âªâ€º Ã–Ã cG . kâ€™GhO Ï€Ã£â€œ Ã¡Â«dÃ‰Ã dG âˆ«Ã‰Î¼Â°TCâ€™G (7

                         Â¢U

                       Â¢S
4^5- 0^5

                   (Ãœ                                                       ( CG

                            3490</code></pre>
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