From 8a1d5afe589237f6a6fbde44d8c6ccc9df5b1a0c Mon Sep 17 00:00:00 2001 From: Bertrand Benjamin Date: Mon, 11 Jan 2021 14:36:21 +0100 Subject: [PATCH] Fix: oubli d'un mot! --- .../1B_logarithme.pdf | Bin 85119 -> 85120 bytes .../1B_logarithme.tex | 2 +- 2 files changed, 1 insertion(+), 1 deletion(-) diff --git a/TST/07_Logarithme_et_equation_puissance/1B_logarithme.pdf b/TST/07_Logarithme_et_equation_puissance/1B_logarithme.pdf index d0a494d8a9732f9775f16d42928c36ea7c2871ee..f31a35a7c0950d17e2e64e455e59090755793330 100644 GIT binary patch delta 7555 zcmV-}9em>dm<52D1+Ym50XCCi1So&)8(nYP$no93f^U(4Xpj5N4R8f|*IdxzfQu8O zeQ5f?$aF%0qHIa@`Tl)p_JiD|R(5RXS_B9ZnB;JGc6PpJmMV)+MOnN#E9X~2g(-Pa z5-B8wOU1b4#SY%)-@JQs_S41L55Fi@u#zanWN~p-u!?Y@3T+G#6)P?-i+_JFeqA!T z*nX;a?cwvLS+1C-i{{|2AGoA9L%r0CL%Z!A?0RVT`?_B*)xwWnxy#Q>Di+&ew_pC} z;vW&^QY%pbVTx0(#;YYg{|ab-eQ|bk2D^cObfmh{L^55hH)jZ!ydtvVg&=|gCz|5w z>^xevWLii-$tcx`n#l@wY*&BHzlu0!h*3--!#E`+F0Ccd>KXQdG39oAiTtsQ*nHgK z?ma_T$;yNY7AqCF4Tfk}jOb#;IpLMVNtY{HmgVAnX!aAUFFn3}GqfEd1Uywl9S~O< z&m_SKGld3WmleF+0MfsAFr8NmK6PK)b3JJyZUBmy3Rihy}!9y zQnlFjYtKhZxu1ygx~}*8u(jNWs8 z!&JE-4)9y=uJ!e`r#pX4vpj}}q4#V`_zK!*G!S4_<&-io1`0inB9`uwm@3f^WfVcB zx0Js{%dhRW`J%a7GEm^nb=SOfkjuK?ySwhiQcybr#yRb1o&8%fbWBFHBn6SGlBJ7U zliBv$P22coUMy+pz@IHwj<*)!WReoCX^PVm+`M#z+w>nO zE1qhz)hU~WT!G35Z5B=PVWSmLfrv_xg5^++8*}`|x=S#yQIh69$w(t%ST>h22wqoJ5|G{smBrjzuseaR~{1-!~gf?(*J| zhY*eY0pntdRE9a@dWBRA?^5JqU3crDt8JbL;QfEFwhY?u+grDS1>@fAaF_J#1N5H2 z$zg4Yp*&vve`kdEGlp|RxYQ|e%^_tCFri*Dz4*g(M|$4|Tzauo6!Sdi;C(XfIAX7$ z#BK(-OPZ*gjPxaOgc341aN!E-2*b5^grn-g9CnD+*xmP+gI7(TtI^ox6cK_?T%jt% z6>xvQ%7iiNI@Enu+kIp@v>m8@?!q@^YKjvvw)z;szPF&Ea_wxQF-7c`)OBiHgzbX1|Q<;X(2ZlYUXtMRUJ46 z4+n<}inCC1`FQ~6&PNU162hZp=2#HLYeIi5W0738y&Ht;G!-8}({Fy9Rj%Q(ZFasY zO8i|$;Uv`ESk754M7rsGUuUxoD@I4a12VMoc)AGRIgi~9p-Kj#@9K3N>E}|lMUj;% z*tF2PfJz>qkyND@i;ROpckAWjts1T%=oVg%cq zzIK<7&3@Z@(B%tX*osAu8sZa5iRFn5<;hDopv%ioK}9X4+iy2^ddOI5CXESjE@j%A zV7@o;i;Xc;VXbL|EysF5B_PLw!jzU?*0v>quH&xV#}O9Qs10$WoR{$EEXI|5@a?xj z@q!zg6x&);zYlryly3%?^D6Z~UEF{E!YtZWqwS{dQe}R9G4Dx1dQN18EvcIVhP^55 z*t3#wQ_14@0>SYAJo<|RNr`Q!Vsms$X+@}jsa=t-Lv@x)KWcmSXZ2s{Mv_}Ly1_MHI3q_yR8 z%ugCg`8!9S%F!#Un4@t__F)Z)XrsYR|NfoP&t~-dh`$kECzy9|(QUY%dwutXzb(@6 zFGHtCz4x-NE4p8AikU+^ajt(6@M657%)nJ+zG;!WZhVz?vT%@qfF`9c66aCrUU%-E z(>l;rOCgKyw^1iQE)ttA*G6EPRD7&WYFE+!C0Db8gBE61VJCYNwoT;+_!!roh?YY? zwuEkm=7{o4$;CL)Y9#byW_^X~69%}&y0Lqc*%4>3b$!%*p!c;5KW2aMC?E{wK8^Y@ zw}GVQuQT*Z+Z~F#-!l{|0VK0h`kny4pA{o2*DVfBd)vA@?$C=0GOba(-Rv|i(!b-y z3g-4i zC+h5^%RM_9nF`vv+lGI1(C+{eyNp;Rn3jQ(f>H3kK4on(+9-(PChmpZqm9w1FV@DS z&cUwpB$Ai8js*jushLG4v}jUJy!PF~2jm0GMtb;E`K)+Z5mljA2IcTp`D>j?&5tcX zGQt^unk7I4F=plhBjr8eg_O{-_Gao3@KkD!ceIYKK2>tu3~hfXEJBk%#EOhcKt-!2 zow&<3Qp##n`=h{;p7=qbI(g$g_D`Gz_=X!E!*BQPp}oqjQ-KnXlk5F{yKb|*QxHwX zlPv#>J8Zeq$w%=h(w|QW#!7@Xuun10i#Qc|WV*r#rhz4cnpQk3Uzze0O7IhfmB8Lv zC8j(D%4j@Gkj#I7Hh`mqhHS3#KIv~LZS3UtZLpoAWnwM`6yrKEm+Zz?(ausfJ%&d> zHUn3MhnUY|QB0o4xe7>+gxD7`Y|iDFFeVxj>f|->TEUlsQ&|GCbj(kLAtu>)i zlsc+TKm2#2tTu0tMf2HT|87e_{pwow?s& z)qJvgW)Lk(*N?PODalEpNGUagl!+1uOs9MA)v4b5`)!*|eGF_&Jyf5J2}vkk?<=*V z0w8nj4UC-5#^bytTZJ;nTuN!nP<1*l76fFoiU!38^_e}R(pHbFM^B!K&G|C4`YjuTR>+Z~ zdS;a$*Cx?`uhoY*DR-tIXCCD)pCI>tE|pwN2k!nWr1j86$5dG{7(C`N>Gv;*B^`ZR zh7}N1dS-7&!yd}|BMt;2FTHhVQP;cHo=(Mm zm@i2FqxFuH|7nBYbnZXx%AKfTaZ5l;VkSoo4mXH#LCVnVdF{SS#V=QLeN_X#Rh>FM zwx7(M{FE%`zYJ_kdBgE0oBxE%h6w!?KjGrv(kEQ}(VuW7r>jOowPmcIq7PMp@6(J| zm6(49GK0Sgu%D7Mji3F)J7Fp+{G`VWX9}_dio%5K6>c=<&#Pl-XQ3K2lSw*40aW2S z%JSMKkr7B(5^VAtL019XrQirbSY{Qi69^h%>zMdeL}zAxW|<5@7UP`wE(T7M=bSj^ zn9H-{9Y!4fshD{y8!#DuKEgp&pXRY9pU!_E9-$!{&;owK-GCp~rYgc1r_vnk4?+RQ zZ+JqQ#JO11g9ER3^^&Q@ALwB4*|iV3{lxsbwV(KC8Z0pFR6>wclND#bP_!!~Unt_* zIoFj9EN<7)rX$xK*gJCfyvVm}@c0BzBru0S>#4@yBIRDZdlUVZ2Xh6&DaHu{WgSJG ze$Km_0;FwO0vWnW3uc8?9&F+jw9tG7;qX%{CmeojtvcYxYK#C~>md>F zIH|309&d2sFhqlx2Z#rdm%>|&_e%JHMy~~48jT{_pgP`*7)o?TD6N!M1WD~VC{v?i zAO}L;q@*cPr<2T_# z_0f1fq7Hu%)EHJGdVQ)yht8u>e|%nXoD|eB%Na)&N1tca=vLh{xAdhpu78UCMau)e$N#@q{QqCD|M&R6r~UO# z_P3O-bf#hcMbolRGy!i{_VJDlV|H?(_0&UeT7?ilNik%lSr-7&toW87z%aR;jZ&&fx3rLro1&DrkZaPTfs zJRQFsgLCmv}%U%yl1l0GaDD@=&veu{_SK>&(0h7#>qE+Ii?(*Da5D7dRzPH(B2h z+r``J^K9YetA`N9&E>_-6gL>-R1Fd1}PCzKo;1+ zpa8*$?%+xc^`-3cK-+YK@IHVb>pYXii})ReIZq&V8(2aCMe`}8Chq!WG7?D=NW2(f zArm4w8nzfEtc5<(6Fh@0SQIS6#vXx!Ji~U4bigBVNkKfs!!W3WY9bMfYz}|1bxHJ4 zX!@9d7KdFaTEMOmK{-5~L7YJO#_(5uS{JE6?}Y{)BXppKay|Fm=UL-yJW0tW)8!|B z2csdNkD<%FW66)B={*yl@R}+Lff8p(BdHu4SZAK3P7FUDK)f1+X!GzyK+*V4%LV!j zlb%vyHVtb{4o+y-ba1=gY$1PQTawtSrmabKTJ+bWQmZRVJabEg7HSNHg>_O0FjSZT z`JqO%Yr8xp=JhmWzhOHdO^?m33wo=T2Jq^)lgQiklMT!V$(8eS#j#3Ht!WgsRKl)B zHE^f~zl<$aKWjNGzgq=5p-QbOyj);Xa8?l_Fk%VEXoRsOA@XR4d>el;1LXd?Esd?Q zBX2OqnVo9f?8pPwcS#QL%r|98T7-<26P%`# zabd-}r-N~kg@WxD_)&HNpK=q%luKA^q0itk*)p1a>NAup@*^y*!@e@n)sSUD9~c7X zRmJbP(6e!75i@DdLL)z5MxCV6B|m6#o?rbl&gEhoL8c)#*NA_K9SjO-(NHEefS7`} zYo;Oid(5qd3dVG=G5vdfk%q9wmo<~Ag=V*zZ5_cGnBw=#qz0eeK}9eLT2`4f+M^u_ zTm*hEg{f)gO(oJTV0xOpS!niVp=&J6-Y(=T)nWQ(Nv7A9vuQT-hT>^vnx3ZAel5*% z3XOFzGAVn>m=Av{PeN%X$MgUkfh&xlIV&4XxUip1s}RH0Opg5M)7quf#N(JjoZ+|b zlof1(lU&ijDL69)LgWc8ra%sg9N3(J(Cb7qL+0lyp_-I^tl|U;`=%v8!l<~~FfJvC zKu!&(U(Y23tj9j2oDAn^(=1n*GmTMAGm-1(uEIhhhPXt?CN zyj#V4KS?WP4qLugVe1kO8&&p~$WYZe{CM++ceOk|~% z!h2derx4Bb!AnIQmto86RA4c)qtdpBz*GZ`9dp=nC>h}?0_j2V+HxzbncI26YZ{Bk>bWe@G3;GV zg~SDwr5ALetG{}lFe@xP1cghbhGbUNEYOslHF93!T7u-l-ozBqxZl6@|XrY-exbj zKy9xw-bbo(A(M++Wvc#~_lCt~F)YT#cvKZPJWL)|7qeWOa7;1#*SPraYBF9EI_!TV z^vmae9=(1~p|==P`GqBw`X(~_?J|Ew+P0*j+(*)1etG@=&tD-lgtxEX#~6Iksd@S6{h zo<4h-1l|^;7V`2^E9ZA4$8RC;cI$s$4@UFpnmBvqoEL{5UcLVC*#PCX@vMJBQ;^F0__o*rli^s)L@uYuvS-dHJ zD~^k|NUpv9VA7voUkt0yMK6PWEc!)%JRFaTbId7KuRovRH9GH2uQ0=03=qm!#nqRa zt7=pX5Y^YkXc5`PU&W-D7CCv%i_gWE+kw4T3Oo7z>GLP=YK0zGm-At7vQ49!8s!CV ztbC$uIJ|RuU88FbAL15`2D5)fp@-1nb7=8b=<&EXDc(_!ZQb?9*Vnx@4K_4gW$2|+ zsnND7>q+mg;;;D_Q+mphRPJ=hF;MZQE1&-H>e2fbPuA6ba5C(T zX8$Rj|6ex1LHw!(`c1_)RkzaBn(%w&)<2&+*w@7<&F<6skLuyUm><6PuP#IiYRG3!zE&Eg)72etTP5 zYLzSI#V7boNw>uox2%7oLddA<#D#6UsRImE*UVW$X|;@|TXDv{Z8J8`c2b%&)cDzL zcWHdUXCo%SN4;s4zSQ2@5v+L^|I{U26L>P1OlLGKvV5m_*{gp*`cCnFa6Y@53NJVN z>RrTJOZFCR-==ND7TV72PrJ3UZqbfy+FUcOXiK@G9rmZazQBK7CmrPOr0xEs+bhl% zaor}~G`BG;(tdx^t+ii^@-0tmO5HHE+n?~pRa%SuEoYOZY^uF%s9o>R!sZ25i-&lZ z@|D)BSgXynNCa33?$6SeCCWNa@s>C0*ksDC)Z*1QVCs%Jti{+Zf8lz6Wv_;--s0@NFADXw8AVqLB`0ZN-TttO5J zV%UMz=4iMfz~TlkI_zQjHooj+cUs;7TzJgNT1i&^MQ3fx%j(tmyefX5Rx9uN^`;s< z%r_eKaxw<^A0r{`QkP*$0di0@H!?v%L^(A@IWsXuF-18vIWj~;I5agwFf=kVG(tWg zJVrD(GC@H^IWX!a*2@@%Ll-yRs;Xpok0ZE8vQ#;GS4n*mwx-^d{WF#>z7oW21>zu=5BuIM3Jo z^1PX3GRa6vbz@RggmIWKDI-c|&9uV&_Gu>Tc*RVyJFmE;bT^QJEabYTc-c=AVdj}X zK9gY`4BgnxBj6xp9paok{f=MXD6imYm%t9S1FbDInV9Hhfk&CAKi`SCr=G|-A z^z`PnV(NT)t(so{yw*%#HLrEk@2%H{Syb@aG^@0{s%EtZuNt)B49?*KF5$`ytnm>( Z`T9}+ei$YLmsd;yAP6@KB_%~qMhbqPqUHbq delta 7572 zcmV;F9c$u%nFart1+Ym50WyGt2>3_m1NqIbKS^bP@n1S@My4u|tSLz))v3tGIopz|kTvZA7( zL`lWqQF5U~ae#00-@JZx@%`1si=R|ga7wi1s<^r-cu9oRg{dkcOI}=E7yo}={k-OC zwSQk9+S7+!v)*vSR?W#h-wMS(4)xlsPVK&Tu-l>w0efUkKPB~4OV6ifZ+u(?H!-*+2LJ(0poNT>el+xAZ&>SaLUweGVW@tM^_~Iw6BIC0%N-#7dk51+xdN2#!*M@+YI^^2+Z;}9Kfc-QwKY(CNJ;JLk3-XS{%z>} zhnqFit9`%qe6*DNi72nz`gjam+YbTz1Z(=R$`SZwmARN}A}t9M%+cu9m2_nl;c%+k z0PqacbVVHCm)JtLARaL4kL-UGv;QuIv8jK6TI5lGzb3&S^*M?B9}MVltv78HiL< zo-S%lX5a63ZR3}Dwr13UKUl6Tw-({#iVhp6Or<166H(075LRKf(0a^(4ckbpl<9?0pw|>Mm&C;iH2zct}!4A zcxW_0z$X?4yj*`G;6&(Ah1o+0?(SC=h!yZM6HId&Ra&u?a}WY-%9%O%qnWAeQo^RZ zsb4p{x_92E3cd-9cJfV?^GyJoJW~aq>;BZ9f|@(vt+k{5_29m+MhEl4oJohRS4efZ zat_OVY`jwm{wg6ONK?_A=2AmS@HELDn=^iToWvAikZ*q^lZadOhc$z}t1%+*#4z=Y)#@%WIu1$LZIx|I1J!|_#euB7%_7m{i(Xg~J&N!i9AsfcPAhpw^ zr<<#MqPdpm%oUOZrXDg^w8n?+RT2icKi6LQ1NN#PYp=j$ehA(`!_UjsSVn2ALu{MNS1Ez948dQkFiRR9=%NuA=v)g9y*4gx* z+GG8`@ko)P^OP>U`_awKsLS$y9&JIv^^ zCT!Vf<1+FG%!+GLR@|A@OSD4clOMg>*4=jKYL|Z;8nCIYWzg~1esU|=QMfnz{r%}6 zC*z8M7yTiuKlg?ym>0i+;liQ_#4~#1*D9 zTmgSitE(_(TZih-s<#h9r?vw<@4eQCjMZxjYT%)brtOC)puzK0znik*dkkU&&R)vu zGtASX7iy;1v`NF$IC)tHLO@<2U8K?qxAbjz1!8HR2qCVtEYwBV5p4K={I%Y z7`&VuE-1l5VddumTsWsRbZdx&mYHMO6R&>>6^li3-S%z}s?$_r08PL6aaOs8>$W-g z+9z>v88uU2rC79CE+o2%&aShGg%zVC;C>l8c|2W&ubqqThENLw(RcMW4(bb=HbJTa z#A!?c^*TT!sVXlP6-R;Ylb4V3MypmJ=oY@DQ@*9*)$RK-`5^9#DBQrCukD_@x4nN~ zzIKmy&2is)(DgH4zRFdP8sc+Dg++)8MaXkEpv%ioL*1;D+iy4abI4dvChZ4sDKzas zaNmLW$p)3Fd^Rk?mSa7jl8{b8`N^o4wQW40>$q!=aY#iqY8&hj+1FX2j?Q9S$w%9M z9~3XRp-Hi=HTB1kB2TGha5*ni57d9fO)gBBZOz&4>Mm90AFt+}C&b_^_^m)N{J)I;;y^;N*;MQn9~mnNlQ6X_E?gU{0-olfI355WvLgZCzlw`K zBEZuGIw6EmZb1uSC@7{NP3$6=1_PxAlmikcuo=t@jI5x93J5017Aa6fC=Gu;a{^mp zA>rc;BJTu7Vp+vtxoMFY7KqupeK~Mgw2OhBv}qAf{6vfg0IGn%LjaGT?Ezum2{26B zS}w=@WRaA=arCJiy|Icp8pmWG){uy)47lmvzA^f<8T}^WZ^YLL<{e!0F+4B5zWW;A z7G?OCqtj#Fds){NectYhnL~d(b9xc*V!UA-aywx#-?YeW&pnAKevpKKrj#!V=TYfi zckbTP!q1jRpuc1WFu*O=jeVNsh6IO=n?4%&yBUA-uRY5hu88}{_tu`4|lthavZhDh>k!PfF5kLS5o1qX@gnK71$MCrt6-xGX5IIwD@gHIIBM$nSz61_1fhBwHc>r6_% zGy=tm;NodU0Fk4rX1*`d+r0bH(!`3JDL=qP={efbF1q?$rSX4pXhS^_+V~+vWb^?F zSv@JlUABKh%TeVQ@gzOYgZgyx!bfbIIPLe1H9TYAAKO!VlUt_*4IU@g$K!t6=2)j8 zhRP?|{2y(rKNu=5NgX z3QOg)B{PR;L0uElMx`Vjh2n%74ha(@5SY$3+|z_CZn(eMx7oy}f{p2i>XI=X2_@@& z^>vi`FAuhXkJI6IoV8?YPY!ttRkrxlXH#NHKr)+XOneZZ*)ghY`M4_d>@f%{L1y~l zv#f<&`2T-NF3V&TD>k2u-X}Q*)-NfWw+c+QQ=nt{syHi+r3)poWOGTFq}~I4Ulu!Q zxhG7ONdHT99?r^~Ysi*InX4zr{GV&BR`%-PF}h#09lGdLDkp*p4|S^aVoPE}iyLED z_%Ll|mbMu7P`V$vraw2`2i7tuRK94oFCgMbR^5M}?F)=T-1n1ybtg}^ht{4&#f_Ig zko8CFEwlb1ZCC7Ur0yOn$&T4Y!972B)8gT_$AkKIiaKWZ3i!jD%v;gCSC?N2% zPDqY~kgIxd;O)WP{zBh^@2+7e?2Yl;*52hYEZAS#n}qnNCmYV*J+vz%cMoyxoY%_6 z6u0YW(~;K>>>as#S>#(ZcvOO?512ln^_1gJi*jGQeii*R2h#*17>0bmGVRU66C`39k zFfuVPF)%VQFf%bVmv%Y<%>gx&VFW0bY&!uDfAD?*iUNt_T$)Q$J5ACW#zK+Dwy?6~ z>XJ9vU%$^oj--)nIaZwocKZeiXDIUU+|MD0q@9o=3a7MC692UotUBX`ib6|^hZ5RF zC(vb-) ze<^{XHY6(?x}pgk2hbR$aKMwa5e|5g_X4Dylt6|q>A6PyrTeJ7gQ3!;}tme0dK2>N0$jv1c@dL3Q7cr@j;6a(HV@0L9$UK7iA{|k)o6$ zBq&WP^eSo(JVt{G7#2{OlEH8wDhcdHe*i0mN&>L5!~tLxAw&YOR?>AmV6;)-2r$}f zD95ux0U)amKmwyEoj?>?Q$|wJ7-f{FMo`g_QlnxebP9_aXI#gEgz*uIVM{a$>P962 z7z3dM7$$jEz_|gi)i4pjlr@k%1y-Q^1nMxP6$wPGx4HujpcX((NrDG$J3sx@f2ocx zdZ&ZYx%lZPfqL`GO>e(k)v#E#KOT-JM_0XmEvm=$r$N6yeEJC0@nvr?634PjpTtut z9Zv{8o}5lgd#guC^gWr6`m@1!l*uf9WIAR$!UY^~ULU7#VMK~!NGcTTYE^%Y_s>6z zd*PyJ@*cPr<8Q)+>Z9>|L>(fie=$rVdPA-xkIsWpe|%bVoD$S9%LzwT2cKv4=u{k^ z^@h`0Lh{xAdh=T>ljNiwzI>9{>Md z@&A9p{@>&Op7u9)vcIEr(%Y8#7fs7P(FVL;*~L3<7;_irXmfeb+;9u3e_h>d1J#`~ zgYII5jdlLQMegJov&sCsWBkJ%Lv^*2+JAS9?~bwV7{BNJsb|+C90?6w_|WF9!%>jOIQ8CArF3=*VF6(AULh(gW(TbN9Z!*$+&Tu z;rP5a8O$y&>uY0<4ZdT=e<4&in322e_E~+^o8Ecdfy<5{#cV1pB|Gd?hxK$kpY-b~ zx59GEtNL`%do=!B6zP)da%U`B)s5){vi2rGz}=n<{ctoI&!}0GGUa8k6{@)#kvIQ1 z%fDX^M*r1;IVPv|B;!{n)wAk(wSTO#)yPmEigX_2f)#tVn_wj8e*@l5z*fcr=%LtD z))mBSblWh{(#D5B{uDZNjfEUeb**$_G#?I6wt>b1s!Z2ea~IIyQa43)7f@$)H|X0L zFsiG#$r%EaknRF%3_z8=3j^A^ZVGo2ODo@%(fwV}wR~#IkT<>Ate%Vz&iN;T>gmy} zH>-1`9g0o`H=mX0e|L%dj>Vn1)$5wNQrylg_29SxS?ZB{nhl8MZe~+A+|X>mx!c(^ zOYVi1I{KYiP>S5!Wc`N7uHM$4XA2)+J%p&P&d;tU=O4xKQo_{)k|XgrTDbRdfFCNn zjY(Z2$}=Y2g^x$KQTIxA6+AZa=}lL|B~#amWGq`u>;@6Ef9*OEV`+C?IGFStYq%c_ zuM{DgE;o-0h(tgES!4%80t6Gfqn8*OqyjP@Y&VJ!A_%hXxdm-Aeve^35QyDSve!V- zekx^%yLs7yM3Ds2E=D-Wgg8!?EmjNXppX0n&tMBi1dAFY5hlnoY&S>-+z?k3BtSe2 zgF2`t5^>1oe-PV9qK88BQ36^#zDX^2>hX-)hGznr#`i`o&=;8eR0?xxTx;@hLbs-a>-BaEe-S%LVyl{QHrr{@-;BzwUP?Sm zOM(^}41|SsatJU~nErT7BQ|Syc`D56dB|?V?tnBuZf;%BTeY-+SHHbN)^46`U_QvM zT%IeAb$%K{qv)j)?pkyUhi>u9*wW3jkpmep$VeyDxiyEEk4y^QX+lIsEa4c9FqR@j z8SOEhegNcN1%TqueeBGfCp2d485$h_xEf-M{zj+Fo zn2UH?h&uW$fAcgkfhLzbJY1AKQKbqU;}QBnf5cNyJk10ga$hd_AW|Z7NedrOnFp-y zvK-!satx@779k_@A+scYb6LfDpo4LVg@TVS@T1)VKIbNkkxN+TpwAdE*D{(z?z5CD z@d%dIVV}%&4P;r+2ZqRbRr3@VdbZv!VkXa7Xyox_GFd7kkr^Ck`PDz`eJQRLWCmh$ ze}$OY!JwFz3^J<$#5BC!Fb%=qQ)#tSFs6Hh=|Av1+VK!mHcaLgn%xz)O#)|N%E(3y zp}2!iVAAqD)#lLw?MUDvN}o+lGv8Da-NMFf_I9D!+l8*NF#Bd9U%3v`w@Ws?ahy$y znQth8W~S+BN)y)7ET_=a1S6AjP>lJgf6FA4XL3vriig>pDhy|3iwPI@b9ohFxtb}F zpF&={NJBiH8N_3@4=HB_m*EswG;j*eOpy>}LQ6T2qb3KgWFYi<(awrt~RXC2_lkH9+rOE!C}*yL7b-zeFgvMb3&K>#^?Pt(m#~k6PD?UyO7~tEg|CLn9$90ylWFAKj(A~ z&-^xJ@#R%c(4gV7@A77q*Scs$maye}6}CR(a7h<`Neop}!Y{g9s6`#9b-a-tB7Kl4 zB$ym{4&NR44na!cEiF@0h++D`7{!$8ibY^|V`P38TX~to7IY179fif(f7z5m6DmUv zfx!fP#_El*jlA^54S~=KTV8|$i-jGXKZ^)VHPG0pge`}X5zQHbj)tIf{1i6K?SeOw z7GX_3F8j=ot3Sr@|J9M|sO|4{F%cd1Y_&x}KYL(|+DDOn}_)T|KJ@=NI@HO{XFm z_U$QlKA-i5gZ{(O`LIR{8jfc5rgf7QpTuFk6SN!^>( zlj`#ig_$Px(;>~NdC-~x@kWV(-3av_sXTV<;Mn)im)c{QxY)p%4_SKLY-)@QR)n{Z4u z``5Vo?|L#`6FTl9fAq`ee;&MkPocLMQip{lwf-hDhwUCqqC?2Fl8FY#)oDoekWtPuR~d99V(y>>Dg|LgSQ@Z)%PQGJ{bhxM!)*3)UR{N;Q& z8(a;)tO=}l5%|rAM^B%<%mQx?*{Ahl;%{ojs_yFM5W06!#5=>fa=JBy@o*1_Xgcx2)B-`>ltR9|EdY|fQ zzj|C9R8Ojxf7P4nx9YHZi{#qt4<`Nj<=L?QT=fdr$EsiT$HVccI>nq)_xkf0UZd0A z^a3-?*#Mz@QC)nwx~NCh08xEejTVtz{Z&n>X;qTfy!u>yxgOX%rLd#lpFV%`u2JY= zeLf%dCfhV>s8L?;#>ywDmcx5*)-}53@G))CXtY}tf4UDHK8F^6g&q&9qv{>?xT(AT z`0}#1roon`>jJ%0DmA*P%4X90tNLp`#+073B$YcIatu^_F{$fD(eoDWPdBPP?UYad zc=hQ0izn-9-#Z%iMzjA^KKw5mU@v{u0{ymP+p1gXYEAf^a_gT@pB?NUG{PTz{)*or zyY3muf9w3nxTze<{=JkG-4l!HiTz-74l0AQvl`PXPqL3S!WADJEw$hS zvT@BOf*Ut0UPZ6T?nk%E4u&s<;?P*ER}ZlYUt|$1u&d`-g;g&x>*rATEeFF}q|E9a zK0)%ztr)6taGt#_Ew#!O^Xe0PM$&EZi7T6^e-J9^CUN1j-8KP+s&D5kp^aWf)3rF` zw{1H%PVS^MWvTI#>+aGzzGovQz(>7lozH2neG#mA7yr;DUlMpSm`rChEV6v3df97! zK>AMgesDUwn2Mlo_SM^nZ!Fn2XopSOE^eXi?e4TUR@NJ|(h7f7?xZ(YoEyZ=Ch@kptzD50yOZ8n`)yFZ=4oxITc-BA6TWekwn6@yvni?C zYL_jwo84Ksd4aXTL%L1*+L%?WHD+2Q0;~jgXKBk4Wu2#V%^OW>Gv!ul3Hlo_b;}&K z!Pqr_;d*~%ua>J`gTDNuAkxc`gBj*$56L>$nfCtxW9Ka>rG}q@NYqRZRbJntT&kC%V4hD2YT?aKOCQre=+}G z&Fc9i_qZE-G0mGciL#I7LQ6K{Z7) zGBQI!HaIatMny3(IWs;WJVrz@F+w&oF+)N)MMgqFHAOQrGDAT&I59#-MKLisGd^7k zFHB`_XLM*FGB!Dr5dtZH9nr}y!%-N9@%QWSN9jPTl&Ya-Em~vMJSJA%x&?`q#GUjW zSi1rd8yksRuyX;nb)IkY%k$3v&>`Qo)~>b!fcn4aFeR!!YcuQk)_pI6QFRrji!emh?4W>LXw!>ro&+B9q2 qdo|z`F5nWb;2LfX%vvAelW!mO4`r|=&6ikA0U!u93MC~)Peuw0Je4K@ diff --git a/TST/07_Logarithme_et_equation_puissance/1B_logarithme.tex b/TST/07_Logarithme_et_equation_puissance/1B_logarithme.tex index 56fb3ab..530f795 100644 --- a/TST/07_Logarithme_et_equation_puissance/1B_logarithme.tex +++ b/TST/07_Logarithme_et_equation_puissance/1B_logarithme.tex @@ -22,7 +22,7 @@ Par exemple, dans l'exercice \textit{économie d'échelle}, le coût unitaire es Pour résoudre cette inéquation, on peut envisager 3 méthodes \begin{itemize} - \item \textbf{Tâtonnement}: en calculant successivement des de $f(x)$ et en essayant de s'approcher de 10. Cette méthode peut être rendu efficace en utilisant la calculatrice ou le tableur. + \item \textbf{Tâtonnement}: en calculant successivement des valeurs de $f(x)$ et en essayant de s'approcher de 10. Cette méthode peut être rendu efficace en utilisant la calculatrice ou le tableur. \item \textbf{Algorithme}: en programmant un algorithme puis en faisant trouver le résultat par un ordinateur. On étudiera cette méthode plus tard. \item \textbf{Résolution exacte}: en résolvant de manière exacte l'inéquation. Pour cela, on a besoin d'une nouvelle fonction, le logarithme. \end{itemize}