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        <div id="content-top1">Page 146 - maths_g10p1</div>
        <div id="content-top2">P. 146</div>
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    <pre style="white-space:pre-line"><code>6 = Â¢S                    Ã‰k jÃˆL â‰¥â‰¤Ã«Ã dG
7
           4 = Â¢U2 - Â¢S3

        1*2 = ( Â¢U + Â¢S2) *2

           4 = Â¢U2 - Â¢S3
           2 = Â¢U2 + Â¢S4 +

             6 = 0 + Â¢S7 â„¢ÂªÃ·Ã‰H

                    ÃšÃ dOÃ‰Â©Å¸G iÃ³MGE â€˜ Â¢VÆ’Â©f
                            1 = Â¢U + Â¢S2

        5 - = Â¢U    1  =  Â¢U  +  12
        7                        7

0 = 2 - Â¢S4 + Â¢U ,               1 Ã–jQÃ³J

                    : Ã‰Â«fBG ÃšÃ Â«JBâ€™G ÃšÃ dOÃ‰Â©Å¸G Ï€M
                    3- = Â¢U5 + Â¢S2

                                                      2 âˆ«Ã‰Ã£e
                                          : kÃ‰Â«fBG ÃšÃ Â«dÃ‰Ã dG ÃšÃ dOÃ‰Â©Å¸G Ï€M
                 8 = Â¢U2 - Â¢S4 , 3 = Â¢U - Â¢S2

                                                           Ï€``â—ŠG
                     3 = Â¢S 1- 2 Ã¡Â«aÆ’Ã˜Â°Ã¼Å¸G Ã¡dOÃ‰Â©Å¸G
                      8 Â¢U 2- 4

             Ã´Ã˜Â°U = 4+ 4- = (1- * 4) - (2- *2) =
                 1- 2 Ã¡aÆ’Ã˜Â°Ã¼Âªâˆd Â»HÃ´Â°V Ã’Â¶f Ã³LÆ’j â€™
                 2- 4
                                    { } = Ï€â—ŠG Ã¡YÆ’Âªâ€º

? Ã¡Â«fÃ‰Ã£dG Ã¡dOÃ‰Â©ÂªdG â‰ˆÃ¦Ã«Ã¦ÂªH â‰ˆdhCâ€™G Ã¡dOÃ‰Â©ÂªdG â‰ˆÃ¦Ã«Ã¦e Ã¡bÃ“Y Ã‰e 2 Ã–jQÃ³J

                                                          âˆž`jÃ´`Â©J
. Â»HÃ´Â°V Ã’Â¶f Ã‰Â¡d Â¢Ã¹Â«dh IOÃ´Ã˜Ã¦e Ã¡aÆ’Ã˜Â°Ã¼e â‰ˆÂªÂ°Ã¹J Ã´Ã˜Â°U = Ã‰Â¡JOÃ³ï¬ Â»Ã dG Ã¡aÆ’Ã˜Â°Ã¼Å¸G

                               146</code></pre>
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