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        <div id="content-top1">Page 43 - maths_g10p2</div>
        <div id="content-top2">P. 43</div>
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    <pre style="white-space:pre-line"><code>Ã¡```Â°SOÃ‰``Â°Ã¹dG IÃ³`````MÆ’``dG

                     Ã¡Â«Ã£âˆÃ£Å¸G âˆ«GhÃ³dG

                  Trigonometric Functions

Ã–Â°Ã¹Ã¦dG  OÃ‰Ã©jGE h   5    Â¤GE  05  [  Ã‰jGhÃµdG  Ï€ÂªÂ°Ã»Ã d  Ã¡Â«Ã£âˆÃ£Å¸G  Ã–Â°Ã¹Ã¦dG  â€˜  â„¢Â°SÆ’Ã dG  -1

                  ]360

                                             .]Ã–Â°Ã¹Ã¦dG ÃœÆ’âˆâ‰¤e[ Ã‰Â¡d Ã¡â‰¤Ã Â°Ã»Å¸G

        Ã¡Â°UÃ‰Ã¿G Ã‰jGhÃµdG â€¦P Ã¡jhGÃµdG ÂºFÃ‰b Ã¥âˆÃ£Å¸G Â´Ã“Â°VGC ÃšH Ã¡bÃ“Â©dG OÃ‰Ã©jGE -2
                       .]590 , 560 ,530 [ , ]590 , 45 5 , 45 5[

Ï€c Î©GÃ³Ã®Ã Â°SGh Ã¡Â«Ã£âˆÃ£Å¸G Ã¡Â£â‰¤Ã¦dGh IÃ³MÆ’dG IÃ´FGOh Ã¡jhGÃµâˆd Â»Â°SÃ‰Â«â‰¤dG â„¢Â°VÆ’dG âˆžjÃ´Â©J -3

                                                                         .Ã‰Â¡Ã¦e

.Ã¡Ã‘dÃ‰Â°Ã¹dG Ã¡jhGÃµdGh Ã¡Ã‘LÆ’Å¸G Ã¡jhGÃµdG Ã³jÃ³â€“h Â»Â°SÃ‰Â«â‰¤dG â„¢Â°VÆ’dG â€˜ Ã¡jhGR ÂºÂ°SQ -4

                             .Ã¡Â«Ã£âˆÃ£Å¸G Ã‰Â¡Ã‘Â°Ã¹f iÃ³MGE Ã¢ÂªâˆYo Ã¡jhGR Ã¡ÂªÂ«b OÃ‰Ã©jGE -5

        .]Â¢VÃ‰Ã˜Ã®fâ€™E Gh Â´Ã‰Ã˜JQâ€™E G Ã¡jhGR[ Ã–Â°Ã¹Ã¦dG Î©GÃ³Ã®Ã Â°SÃ‰H Ï€FÃ‰Â°Ã¹e Ï€M -6

        .Ã‰Â¡âˆMh Ã‰Â¡eGÃ³Ã®Ã Â°SGh Ã¡Â«Ã£âˆÃ£Å¸G Ã¤â€™OÃ‰Â©Å¸Gh Ã¡Â«Ã£âˆÃ£Å¸G Ã¤Ã‰â‰¤HÃ‰Â£Ã Å¸G ÃœÃ‰Â©Â«Ã Â°SG -7</code></pre>
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