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src=\"https:\/\/scontent.frak2-2.fna.fbcdn.net\/v\/t39.30808-6\/464217670_1074482034682594_3785641301584093639_n.jpg?_nc_cat=107&amp;ccb=1-7&amp;_nc_sid=f727a1&amp;_nc_eui2=AeESZl595PCYEpOVNEdEduOiVEWl9lG2g8NURaX2UbaDw8Ss8pvT7T-wMuyFwkg710vfXTI3IioYM0uKY73Ijok-&amp;_nc_ohc=gCrWTajdO3sQ7kNvgHn6XdC&amp;_nc_zt=23&amp;_nc_ht=scontent.frak2-2.fna&amp;_nc_gid=AigwJ8nq6Z95ihLM8VBlYKj&amp;oh=00_AYAp003iAOFQ5MYdhROQiXAoOWS7WpCs5_ig_3DtGe0Gmg&amp;oe=67202663\" alt=\"Peut \u00eatre une image de talon de billet et texte qui dit \u2019Lyc\u00e9e BNO EL HAYTAM OUJDA Corrig\u00e9e (Mod\u00e9le6) 2 bac biof 2022 Prof :Fayssal Page 5) Soit la la restriction de fsur = =[1,+8[ [1, +0[ a) Montrer que admet une fonction r\u00e9ciproque g-1 d\u00e9finie sur fonction est continue d'apr\u00e8s fonction strictement croissante sur D'o\u00f9 admet une fonction r\u00e9ciproque g-1 d\u00e9finit sur et: +oD) [g(1); lim f(x)( =[0;1[ (\u00e0 d\u00e9ter D\u00e9terminer g-'(x) pour toutx \u30df] Soit 0; cherchons yB [1; +00| tel que y=g-1(x); y=g-(x) =g(y)=x y3-1 y3+1-1-1 1+3 2 1+3 2 =1+3-10 y3+1x -1=1 ==1+3= (+) Ona :0.X&lt;1\u30eb-1\u30d8\u30fcXK0 =0&lt;1-x51 \uc72021\u3131\uadfc2 -11 Donc y= D'o\u00f9 g-1(x)= pour tous [0; 1[\u2019\" 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