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        <div id="content-top1">Page 62 - maths_g10p2</div>
        <div id="content-top2">P. 62</div>
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    <pre style="white-space:pre-line"><code>Complementary Angle ÃšÃ eÃ‰Ã Ã Å¸G ÃšÃ jhGÃµâˆd Ã¡Â«Ã£âˆÃ£Å¸G Ã–Â°Ã¹Ã¦dG ÃšH Ã¡bÃ“Â©dG

                                                          &lt;&lt;
                                                  &lt; &lt;&lt;
                                           . O â€˜ Ã¡jhGÃµdG ÂºFÃ‰â‰¤dG Â¢S `g O Ã¥âˆÃ£Å¸G ÂºÂ°SQG -
Â¢S Ã‰X , `g Ã‰Ã X (O                           . Â¢S , `g ÃšÃ jhGÃµdG Â»Â°SÃ‰Â«b ÃšH Ã¡bÃ“Â©dG Ã‰e -
                      . Ã¥âˆÃ£Å¸G Â´Ã“Â°VCG Ã¡dâ€™Ã³H `g Ã¡jhGÃµdGh Â¢S Ã¡jhGÃµâˆd Ã¡Â«Ã£âˆÃ£Å¸G Ã–Â°Ã¹Ã¦dG Ã³LhCG -

                                                     : ÃšH Ã¡Ã©Ã Ã¦Ã Â°Ã¹Å¸G Ã¡bÃ“Â©dG Ã–Ã cCG -
                   Â¢S Ã‰Ã X , `g Ã‰X (`L Â¢S Ã‰L , ``g Ã‰Ã L (Ãœ Â¢S Ã‰Ã L , `g Ã‰L (CG

                                                                                           4 Ã–jQÃ³J

                                                                                      : Â»âˆj Ã‰ÂªY Ã–LCG

                                                   5                   1     =    Â¢S  Ã‰L   Â¿Ã‰c  GPGE  (  CG
                                                                       5
                                     . (Â¢S - 90) Ã‰Ã L Ã¡ÂªÂ«b Ã‰Âªa

                                                   5                   3     =  Â¢S    Ã‰Ã L  Â¿Ã‰c  GPGE  (Ãœ
                                                                       9
                                      . (Â¢S - 90) Ã‰L Ã¡ÂªÂ«b Ã‰Âªa

                                        .  (  Â¢S  -  5   )  Ã‰Ã X  Ã¡ÂªÂ«b  Ã‰Âªa  5  =  Â¢S  Ã‰X   Â¿Ã‰c  GPGE  (`L

                                                     90

                                                                         Ã¡Ã©Â«Ã f

                        5

               (Â¢S-90) Ã‰Ã L = Â¢S Ã‰L Ã­Â«Ã«Â°U Â¢Ã¹Î¼Â©dGh Ã‰Â¡Ã ÂªÂªÃ e Î©Ã‰â€œ Ã–Â«L â€¦hÃ‰Â°Ã¹j Ã¡jhGR â€¦GC Ã–Â«L (1
               (Â¢S - 590) Ã‰Ã X = Â¢S Ã‰X Ã­Â«Ã«Â°U Â¢Ã¹Î¼Â©dGh Ã‰Â¡Ã ÂªÂªÃ e Î©Ã‰â€œ Ï€X â€¦hÃ‰Â°Ã¹j Ã¡jhGR â€¦CG Ï€X (2

                                                                                               4 âˆ«Ã‰Ã£e

                      Ã³LhCÃ‰a      2  =   (`g  -   95 0)  Ã‰Ã L  Ã¢fÃ‰ch    IOÃ‰M  Ã¡jhGR    `g  Â¿CG  Ã¢ÂªâˆY   GPGE
                                  3

            3                                                                         . `g Ã‰X , `g Ã‰L
2

                                                                                           Ï€``â—ŠG

Ãœ `g `L                                                                          5

                                                                       (`g - 90) Ã‰Ã L = `g Ã‰L

                                                                                           2   =  `g  Ã‰L
                                                                                           3

3 = `L , 2 = Ãœ Â¿Æ’Î¼j Ã¥Â«Ã«H Ãœ â€˜ Ã¡jhGÃµdG ÂºFÃ‰b `L Ãœ Î” ÂºÂ°SÃ´f `g Ã‰X OÃ‰Ã©jâ€™E
                                            2(Ãœ ) - 2(`L ) = 2(`L Ãœ)

                                                                 2                4-9 =
                                                                 5
                                                                       = `g Ã‰X , 5         = `L Ãœ âˆ´

                                                                                           5 Ã–jQÃ³J

                   (  Â¢S  -  5    Ã‰X  ,  (Â¢S  -   95 0)  Ã‰Ã L  Ã³LhCÃ‰a   13       = Â¢S Ã‰Ã L Ã¢fÃ‰c GPGE
                                                                        7
                             90)

                                         60</code></pre>
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