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tableauAHPA NpNpNpN4Bm <r$<ANnBm^ <r$<AZNnAZN&<x*<N&<x*<NN/AN&<x*<N&<x*<NN/AZN&<x*<N&<x*<NN/AN&<x*<N&<x*<NN/APNANzNXpJBgp/AZN&<x*<NXpJBgp/ANAZNhN&<x*<NXpJBgp$VHfNjAZN&<x*<N&<x*<NN/AN&<x*<N&<x*<NN/AN|/ <r$<AZNhNNC~N>NHPANAN|/ <r$<AZNhNN/AN|/ <r$<AZNhNNC~N>CR~NN,`NqN,`|NqHxHxFNPrixHPA NHxHxPN|HT4HPA NHxHxsN|TVAHPA NHxHxNPrixHPA NHxHxN|TTCHPA NBm^ <r$<AZNnBm <r$<ANnAN|/AZN|CR~N>zNHNJBfNlVA CvN AZN&<x*<N&<x*<NHAN&<x*<N&<x*<NH <r$<H <r$<HANAaNAZN&<x*<N&<x*<NN/AN&<x*<N&<x*<NN/AvNNHPANAN|/AZN|/AvNCR~NN,`NqN,``NqBmBm^ <r$<AZNnBm <r$<ANnAN|/AZN|CR~N>HAN|/AZN|C~N>L8NHpJBgpF$VHfNmAN&<x*<NANpN@AZN&<x*<N&<x*<NN/AN&<x*<N&<x*<NN/AN|/AZN|C~N>NHPANpN@N,`NqN,`NqAN&<x*<NXfNn Hx&<x*<NA(NhNA.NpNpNpN4Bm^ <r$<AZNnBmd <r$<A`NnAZN&<x*<N&<x*<NN/A`N&<x*<N&<x*<NN/AZN&<x*<N&<x*<NN/A`N&<x*<N&<x*<NN/APNN,`(NqN,`NqHx?Hx:N |Ancien| prixHPA NHx?HxlN|Nouveau| prixHPA NHx?HxN% de xHPA"_NNHPA NHxHx:A(NNHPANHxHxlA.NNHPANA CvN <r$<H <r$<H <r$<HA`NHxHxAvNNHPA NAvNA"NhNHNJBfNs4HxxHxN|Bon travail !HPA NNsHxHxNMauvaise rponse, c'est: |HPA"NN"_NNHPp%N"_NNHPA NAN&<x*<NfNsHxHxHx;HxN SuiteHPAζNN,`TNqHxHxHx;HxNRetourHPAζNNNLAnN:LAhN:AN4AN4AhNHAnNHAvNCnA 0HxHx(Hx,HxPNRemplis4HPANHxHxHx,HxNVideHPANHxHxUHx,Hx}NValideHPANHxHx(Hx,HxPA:NA퀊NzNXgNuHxHx(Hx,HxPAՒNHxHx(Hx,HxPA:NA퀊NzNXgNubAxN`HxHx(Hx,HxPAՒN`^HxHxHx,HxA:NA퀊NzNXgNv$HxHxHx,HxAՒNHxHxHx,HxA:NA퀊NzNXgNvAy*N`HxHxHx,HxAՒN`^HxHxUHx,Hx}ANA퀊N&<x*<NA퀊NA퀊N&<x*<NXgNv`XCA퀊 0NNLAnN:LAhN:AN4pN@pNpNpN4AhNAnNhNfNw|AhN&<x*<NANAnN&<x*<NH <r$<L8ANNHx*AN|/HxvAN|/ANN`NqNqAnNAhNhNfNxAhN&<x*<NANAnN&<x*<NANnNHx*AN|/HxvAN|/ANN,`NqNqpN@NNAN4AN&<x*<NfNy"pN@pNpNAN&<x*<NANpN4AN&<x*<NANAN&<x*<NH <r$<L8ANNHx*AN|/HxvAN|/ANN`NqNqCA 0pN@NNAN4ANzNfNz <r$<ANhNANpN@pNpNpN4pNpNAN&<x*<NANAN&<x*<NANnNHx*AN|/HxvAN|/ANN,`NqNqCA 0pN@NNAN4p2C Np2CNB <r$<C NFB <r$<CNFHx <r$<C NFHx <r$<CNFA 0 <r$<ANnAN|/ <r$<ANhN&<x*<NHNL8N&<x*<N>N&<x*<N&<x*<NC NFAN|/ <r$<ANhN&<x*<NHNL8N&<x*<N>N&<x*<N&<x*<NCNFN,`NqHx <r$<C NFHx <r$<CNFHx <r$<C NFHx <r$<CNFHx <r$<C NFHx <r$<CNFBm <r$<ANnAN&<x*<NN/AN|C N&<x*<N&<x*<NC NFAN&<x*<NN/AN|CNCNFN,`fNqpN@p N`pNdHxADNHx*Hx(HxvHxANpNpNpN4Bm <r$<ANnHxAN&<x*<N&<x*<NN/ANNN&<x*<N&<x*<NN/AN&<x*<N&<x*<NN/ANN,`NNqpN@A NANNNANANAN4AZN4A`N4AN4pC NpCNpC|NpC퇂NN Image d'un triangleHPA2NA` 0 <r$<A`NnBm <r$<ANnAN|/ <r$<NrC NFAN|/ <r$<NrCNFN,`NqNqpCNHpCNL8NHpC NHpC NL8NL8NHpCNHpCNL8NHpC NHpC NL8NL8NL8NHpJBgpF$VHgHxHxHx@HxAN <r$<HAN <r$<HANpN@pNpNpN4HxHx(HxHxANHxHx(HxHxANHxHx(HxHxANBm <r$<ANnAN|C N&<x*<N&<x*<NN/AN|CN&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANN,`NqHxHxN#Trace le symtrique: Place le pointHPA NBm <r$<ANnHx,HxHx@HxANHx0HxAN&<x*<NNHPA NHx" <r$<H <r$<H <r$<HAfNANzNfNBm^ <r$<ANhNAZNn -NHAZN|C|NL8NXpJBgp/ -NHAZN|C퇂NL8NXpJBgp$VHfN+|+|N,`NqNq -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgAN|/ -NC|NFAN|/ -NC퇂NFpNpNpN4AN&<x*<NXfNpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANAN&<x*<NXfNbpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANN,`@NqBHxHx@HxANA 0Bm <r$<ANnAN|C NHpC|NL8N&<x*<NpJBgp/AN|CNHpC퇂NL8NpJBgp/AN|C NHpC|NL8N&<x*<NpJBgp/AN|CNHpC퇂NL8NpJBgp/AN|C NHpC|NL8N&<x*<NpJBgp/AN|CNHpC퇂NL8NpJBgp$VHfNBm N,`NqANJBfNjHxxHxN|Bon travail !HPA NBmNHxHxN|Erreur|, veux-tu:HPA NHxHxHxHxHxHxHx;HxN RecommencerHPN La solutionHPAπNBHxHx@HxANA퀊N&<x*<NgA퀊N&<x*<NXfNBBm <r$<ANnpN4pN@pNpNAN|C|N&<x*<N&<x*<NN/AN|C퇂N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC|N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC퇂N&<x*<N&<x*<NN/ANpNpNpN4pN@AN|C N&<x*<N&<x*<N&<x*<NN/AN|CN&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC N&<x*<N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANN,`"NqpN@HxHxHx;HxN SuiteHPAζNN,`NqBm <r$<ANnAN|/ <r$<NrC NFAN|/ <r$<Nr&<x*<NCNFN,`NqNqpCNHpCNL8NHpC NHpC NL8NL8NHpCNHpCNL8NHpC NHpC NL8NL8NL8NHpJBgpF$VHgHxHxHx@HxAN <r$<HAN <r$<HANpN@pNpNpN4Hx"HxmHxHxmANHx"HxnHxHxnANHx"HxoHxHxoANBm <r$<ANnAN|C N&<x*<N&<x*<NN/AN|CN&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANN,`NqHxHxN#Trace le symtrique: Place le pointHPA NBm <r$<ANnHx,HxHx@HxANHx0HxAN&<x*<NNHPA NHx" <r$<H <r$<H <r$<HAfNANzNfNpBm^ <r$<ANhNAZNn -NHAZN|C|NL8NXpJBgp/ -NHAZN|C퇂NL8NXpJBgp$VHfNf+|+|N,`NqNq -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgAN|/ -NC|NFAN|/ -NC퇂NFpNpNpN4AN&<x*<NXfNpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANAN&<x*<NXfNpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANN,`@NqBHxHx@HxANA 0Bm <r$<ANnAN|C NHpC|NL8NpJBgp/AN|CNHpC퇂NL8N&<x*<NpJBgp/AN|C NHpC|NL8NpJBgp/AN|CNHpC퇂NL8N&<x*<NpJBgp/AN|C NHpC|NL8NpJBgp/AN|CNHpC퇂NL8N&<x*<NpJBgp$VHfNBm N,`NqANJBfNHxxHxN|Bon travail !HPA NBmNxHxHxN|Erreur|, veux-tu:HPA NHxHxHxHxHxHxHx;HxN Recommencer HPN La solutionHPAπNBHxHx@HxANA퀊N&<x*<NgA퀊N&<x*<NXfNBm <r$<ANnpN4pN@pNpNAN|C|N&<x*<N&<x*<NN/AN|C퇂N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC|N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC퇂N&<x*<N&<x*<NN/ANpNpNpN4pN@AN|C N&<x*<N&<x*<NN/AN|CN&<x*<N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/ANN,`"NqpN@HxHxHx;HxN SuiteHPAζNBm <r$<ANnAN|/ <r$<Nr&<x*<NC NFAN|/ <r$<Nr&<x*<NCNFN,`NqNqpCNHpCNL8NHpC NHpC NL8NL8NHpCNHpCNL8NHpC NHpC NL8NL8NL8NHpJBgpF$VHgHxHxHx@HxAN <r$<HAN <r$<HANpN@pNpNpN4HxHx(HxhHxANHxHx(HxiHxANBm <r$<ANnAN|C N&<x*<N&<x*<NN/AN|CN&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANN,`NqHxHxN#Trace le symtrique: Place le pointHPA NBm <r$<ANnHx,HxHx@HxANHx0HxAN&<x*<NNHPA NHx" <r$<H <r$<H <r$<HAfNANzNfNBm^ <r$<ANhNAZNn -NHAZN|C|NL8NXpJBgp/ -NHAZN|C퇂NL8NXpJBgp$VHfN+|+|N,`NqNq -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgAN|/ -NC|NFAN|/ -NC퇂NFpNpNpN4AN&<x*<NXfNjpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANAN&<x*<NXfN@pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANpC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/pC|N&<x*<N&<x*<NN/pC퇂N&<x*<N&<x*<NN/ANN,`@NqBHxHx@HxANA 0Bm <r$<ANnAN|C NHpC퇂NL8N&<x*<NpJBgp/AN|CNHpC|NL8N&<x*<NpJBgp/AN|C NHpC퇂NL8N&<x*<NpJBgp/AN|CNHpC|NL8N&<x*<NpJBgp/AN|C NHpC퇂NL8N&<x*<NpJBgp/AN|CNHpC|NL8N&<x*<NpJBgp$VHfN0Bm N,`TNqANJBfN~HxxHxN|Bon travail !HPA NBmNHxHxN|Erreur|, veux-tu:HPA NHxHxHxHxHxHxHx;HxN RecommencerHPN La solutionHPAπNBHxHx@HxANA퀊N&<x*<NgA퀊N&<x*<NXfNzBm <r$<ANnpN4pN@pNpNAN|C|N&<x*<N&<x*<NN/AN|C퇂N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC|N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC퇂N&<x*<N&<x*<NN/ANpNpNpN4pN@AN|CN&<x*<N&<x*<N&<x*<NN/AN|C N&<x*<N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/AN&<x*<N&<x*<NNC N&<x*<N&<x*<N&<x*<NN/ANN,`NqpN@HxHxHx;HxN SuiteHPAζNA NANA|NA퇂NNNNSommes et diffrences dans ZHPA2NHxHxHx,HxJNSommesHPANHxHxMHx,Hx~N Diffrences4HPANHxHxHx,HxNSommes et diffrencesHPANHxxHxHxHxNRetourHPANHxHxHx,HxJAN <r$<A퀊NhNANA퀊N&<x*<NXgNHxHxMHx,Hx~ANA퀊N&<x*<NXgNHxHxHx,HxANA퀊N&<x*<NA퀊NA퀊N&<x*<NXgNHxxHxHxHxANA퀊N&<x*<NA퀊NA퀊N&<x*<NXgN`A퀊N&<x*<NXgNHA퀊N|~NfP`NNNSommesHPA2Np+NHPANNNN DiffrencesHPA2Np-NHPANNN"_A텈NAN4AZN4A큒N4A큘N4A큞N4A텎NA텔NA텚NpC톤NpCNA 0 <r$<ANnAN|/ H <r$<ANhNAfNhNL8NH <r$<AZNhNANhNL8NC퇈~NN,`hNqN,`:Nq <r$<Nr&<x*<NArN <r$<Nr&<x*<NAxNArN|/AxN|/ArN|/AxN|C퇈~N>C퇎~NpNpNprNHxdHxHxHxANHx"HxN"_NNHPA NA 0 <r$<ANnAZ 0 <r$<AZNnArNANhNpJBgp/AxNAZNhNpJBgp$VHfNRA CvN AN&<x*<NHAZN&<x*<N&<x*<NH <r$<H <r$<HANAN&<x*<NN/AZN&<x*<N&<x*<NN/AvNNHPA NAN|/AZN|/AvNC퇎~NN,`NqN,`jNqpN@A 0 <r$<ANnAZ 0 <r$<AZNnAN|/AZN|C퇈~N>HAN|/AZN|C퇎~N>L8NfNAN&<x*<NN/AZN&<x*<N&<x*<NN/p|NHPAN|/AZN|C퇈~N>N"_NNHPA NN,`"NqN,`NqpN@HxxHxHxHxNRetourHPAζNA퇈NA퇎NNNLAtN:LA&N:A&NAtNhNzNfNŠAtNA&NhNAtNhNA&NhNA&NAtC&  "002AtNzNXgC&A퀊 0N˜A퀊 0NNLA큰N:LA큪N:LA N:LAN:A큪NzNpJBgp/A큰NzNpJBgp"$VHfNÂAN|/A N|/N|-HPA NAN&<x*<NANA큪NA큪NA큰NA큰NANHA NHA큪NHA큰NHANNNLA큰N:LA큪N:LA N:LAN:AN4A큰N&<x*<NXfN^AN|/A N|/p|NHPA큪NN"_NNHPA NN2A큪NNNNHA큰NNNNL8N@ANpN4AN|/ <r$<A NhNN/ANvNTANhNN/ <r$<A NhNN/APNpN4ANvNTANhNHA큪NNNNvNTL8NN/ <r$<A NhNN/p|NHPA큪NN"_NNHPA NANvNTANhNHA큰NNNNvNTL8NN/A N&<x*<NN/p|NHPA큰NN"_NNHPA NNNLA N:LAN:ArN4A큪N4AN4A큰N4AN4CAr 0A CvN ANHA NH <r$<H <r$<HANAvNA큪NC큪A 0A퀊NzNXfNA큰 0NɰA큪NzNfNǒAN|/A N|/N|-HPA NAN&<x*<NANA큪NA큪NA큪NNNANpN4AN|/ <r$<A NhNN/ANvNTANhNN/ <r$<A NhNN/APNpN4ANvNTANhNHA큪NNNNvNTL8NN/ <r$<A NhNN/p|NHPA큪NN"_NNHPA NA CvN ANHA N&<x*<NH <r$<H <r$<HANAvNA큰NA큰NzNg|ArN|/ <r$<A NhNN/ArN&<x*<NN/A N&<x*<NN/ANArNHA NHANHA큰NHA NCA 0C큰A 0NN"_A^N AN ANANA>NAdN+|> ->NTpNXpN\pN+|A^NAN`Hm^p"-"_NCdN Hmdp|N"_NfNp"->+@> ->NTpNXpN\pNN -"-NAdrN -P+@N`~NqNN"_A^N AN ANANA>NAdN+|> ->NTpNXpN\pN+|A^NAN`Hm^p"-"_NCdN Hmdp.N"_NfN˶p,NCdN Hmdp|N"_NfNp"->+@> ->NTpNXpN\pNN -"-NAdrN -P+@N`XNqNN"_A^NpN@pN4pN`pNdpFrZN <O"<&N"A^NNvNT&<x*<NN/HxdBHx Hm^ANHxnHxHxHxNRappels de coursHPANHxnHxHxHxN Exercices4HPANHxHx'HxhHx;NRetourHPANHxnHxHxHxAN <r$<A퀊NhNA퀊NA퀊N&<x*<NXgN*HxnHxHxHxANA퀊N&<x*<NXgN*HxHx'HxhHx;ANA퀊N&<x*<NA퀊NA퀊N&<x*<NXgN*`NN"_A^NpN@pN`pNdprN <"<?N"A^NNvNT&<x*<NN/HxBHx Hm^ANpN@NN"_A^N AN AN AN ANNtHPA "_Ng/-/-/-/-Hm^AN/-/-/-/-ANA퀊N&<x*<NXpJBgp/NtHPA "_NpJBgp$VHgNN"_ApN"_AjN ANN AJN AFN ABN AN AN AN AN/-/-/-/-HmjAN/-B/-F/-J/-NHmpAN/-/-/-/-AN <r$<A퀊NhNA퀊NA퀊N&<x*<NXgNо/-B/-F/-J/-NANA퀊N&<x*<NXgNо`dNN"_A^N AN AN AN ANpN@pN`pNd -"-N -"-N"pNTpNXpN\pNpN@ -NH -NL8NvNTHA^NNvNTL8NN/ -NH -NL8NvNT&<x*<NN"NA^rNNN AN AN AN ANANANARNBmNH +@ +@ +@R -NH -NL8NH -NH -NL8NL8NzNpJBgp/ -NH -NL8NH -NH -NL8NL8NzNpJBgp$VHfN -RN&<x*<NXpJBgp/A퀊NzNXpJBgp$VHfN\/-/-/-/-AՒNA퀊 0 -RNzNXpJBgp/A퀊N&<x*<NXpJBgp$VHfN/-/-/-/-AՒNA퀊 0NA퀊N&<x*<NXfN/-/-/-/-AՒNBmA퀊N&<x*<NgNN AN AN AN ANANANARNNH +@ +@ +@R -NH -NL8NH -NH -NL8NL8NzNpJBgp/ -NH -NL8NH -NH -NL8NL8NzNpJBgp/pRN&<x*<NXpJBgp$VHfNՆA퀊 0NՊBmNN AN AN AN ANpN4pN@pN`pNd -"-N -"-N"pN4pN@ -"-N -"-NNN"_A^N AN AVN AN ANANA2NARNpN@pNTpNXpN\ -NBRprARN+|prAN+|2prA2N -NH -NL8NH -2NvNTL8NH -RNL8NN/ -NH -2NL8NH 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A퀊NpC퇾N$^HpJBgp/pC퇾N$NH -NHAfN&<x*<NL8NL8NpJBgp/pCN$N&<x*<NpJBgp/pCN$NHAlN&<x*<N&<x*<NL8NpJBgp$VHfNN\pN@pNJpNPpN@BpC퇾N$NH -NL8N&<x*<NANhNANhNH -NL8NNC퇾N|BpCN$NH <r$<L8NANhNANhN&<x*<NNCN|pC퇾ArNNH BCN| BCN| A퀊NBpCN$NH -NL8N&<x*<NANhNANhNH -NL8NNCN|BpCN$NH <r$<L8NANhNANhN&<x*<NNCN|pCN$NHpC퇾N$NL8NpJBgp/pCN$NHpCN$NL8NpJBgp$VHfNpC퇾ArNpCArNBpCN$C퇾N|BpCN$CN|pC퇾N$]HpJBgp/pC퇾N$NH -NHAfN&<x*<NL8NL8NpJBgp/pCN$N&<x*<NpJBgp/pCN$NHAlN&<x*<N&<x*<NL8NpJBgp/A퀊N&<x*<NXpJBgp$VHg4pC퇾N$\HpJBgp/pC퇾N$NH -NHAfN&<x*<NL8NL8NpJBgp/pCN$N&<x*<NpJBgp/pCN$NHAlN&<x*<N&<x*<NL8NpJBgp$VHfNpC퇾N$NH -NL8NANhNN+@pCN$NH <r$<L8NANhNN+@pC퇾ArNpN@pNJpNPp N@pC퇾ArNNH BC퇾N| BCN| AnNAnNzNXgN+|+|pC퇾ArNpN@NzN+|+|A퇾NANANANNN AN AN AN AN -"-N -"-N~NN AfN -fC ArNNN AfN -fC ArNNN#H :|`^68<2:.8>&H&HHHHHHHH&F*******"( &d,&R8:84 .(*&R:::4 .(@(.**(H&HHH&p$p&` `HHd`l N$l NH r&H6r\ r\8$p&` `HHd`l N$l NH r&H6r\ r\8$p&` `HHd`l N$l NH r&H6r\ r\8$p&` `HHd`l N$l NH r&H6r\ r\8P:6.2,(H&HHHH&Z>t  d&&&.L""& ("(d&$2^> Z&$&.F""& (""^&$2Z::(H&H& n\z^RJ&"0 (*$0F&$2n>8."^RJ&"0 (*$0F&$2p.>z(tZ:v&& .V&$22>ZZ~jRNjf""2(Bjj(HZZ~jRNjf""2(Bjj&$2:*68(H&HH&z 2$<|zJH*F( (.*($$6"$|Dd`*F( ((6.($$2"|zDd*F( ((  ($"."⚊|DD*F( ***.$($,4"$lFv |Hp*J("(,0.(f&>6 .* ^ 8" T4&$2 RDĮ,8ƊƊ:j&&284P 8"(*.B&&084P (LZZ0,*(8"&$*0BPB:D(H&H&>n`.RF@2d X"R(F.B" (&&$26(Z2^ >^ >"."RD*(,$2.22442(H&HHHH&H `&00L.&$ F&$2N N(&8$"RD,,F4H$2zh4Bth |Ҵ@$ B(h4h |Ҵ@$ B(|>*<(, L &$ R&$2R6&(Hl*jFF\ئd2^H42D&" $(RDr8\2^H42D&" $(RDr8d2^H42D&" $(RDr8V(.8(H&HH& &"4,,8""48@frH|J NH4Bl8 dV. * *j؈BVj$f6 6$Ȓd:,&,2,(H&H~pH&4J\"hfvxD2 $JZrr^L^LL8|hb0 MATHS-6 - - En mode couleur, se mettre en BASSE RESOLUTION ( dans les OPTIONS, cliquer sur DEFINIR DES PREFERENCES puis sur BASSSE RESOLUTION ). - Pour slectionner les menus, il suffit de cliquer sur les ovales proposs. 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ҳeHQ0)N$_$RR@H`2QNu$Y 0P1@Hg R@@%NuN"$l` epZN,jJj `BffAgb Jj 2$NuJjNuA"lNA%NNNAN4N\pN*pN`pNdpNhprN <"<N(pN*pN`pNdpNhprN <"<N"HxZHxFHx&HxOANHxHxHxHx NMATHS 6HPAӈNHxHxHxHx NMathmatiques en siximeHPAӈNpN6pNTpNXpN\pN <"<NN$crit par HIGELIN, COQUIO et MICRO C"<N < "<NNCopyright 1987rNNz <jNdC텦N A 0 <r$<AN?<Bg?<O?<MBgB -/?<NqNH?<Bg?<O?<BgB -/?<NqNL8NA퀊NA퀊Nv&<x*<NNpJBgp/A퀊Nv&<x*<NNpJBgp$VHg NXN$Nt`@NqA퀊Nv&<x*<NpJBgp/A퀊Nv&<x*<NpJBgp$VHNqN%HxN0|Cette disquette est une|copie non autorise !!!HPNFINr"_ NA퀊NNHxHx"HxHx6N Clique pour continuerHPA˚NNNN Classe de siximeHPANHxHxlHxHxNPlacer un point sur l'cran4HPAͪNHxHxHxHxNEcrire une fraction4HPAͪNHxHxHxHxNLes quatre oprations4HPAͪNHxHxHxHxNCalculs sur les fractions4HPAͪNHxHxHxHxNCalculs d'aires4HPAͪNHxHxHxHxNSuites proportionnelles4HPAͪNHxHxHxHxN PourcentagesHPAͪNHxHxHxHxNSymtries orthogonalesHPAͪNHxHxHxHx0NSommes et diffrences dans ZHPAͪNHx,Hx6HxTHxJNFineHPAͪNHxHxlHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+HxHxHxHx0AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+Hx,Hx6HxTHxJAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN+`tA퀊Nv&<x*<NNgN+A퀊Nr~ Nf,.2a(JRx"`NNAN4AZN4NPlacer un point avec l'AtariHPANHxHxNTu peux dplacer le4HPANHxHxNpetit carr dans la4HPANHxHxNgrille avec la souris4HPANHxHxNPour placer un point4HPANHxHxNil faut cliquer avec4HPANHxHxNle bouton gauche.4HPAN <r$<HANHxHx1HxhHxENRetourHPAͪNHxJ <r$<HA\NHxHx1HxhHxEAκNA퀊Nv&<x*<NNgN.`NNAN4AN4AN4pC톎NpC토NN Ecrire une fraction avec l'AtariHPANHxHxN|Premier exemple:4HPANHxHxN Pour crire:HPAN <r$<H <r$<H <r$<H <r$<HAZNHxHxNTape d'abord le numrateur: |3HPANHxHxN Appuie sur la barre d'espacementHPANHxHxNPuis tape le dnominateur: |54HPANHxHxNAppuie alors sur |Return|.HPANpN*HxHxHxHxAۢN <r$<H <r$<HANHxHxHxhHx1N SuiteHPA˚NHxHxxHxHxEABNHxHxN|Second exemple:HPANHxHxN Pour crire:HPAN <r$<H <r$<H <r$<H <r$<HAZNHxHxN Tape d'abord le numrateur: |-33HPANHxHxN Appuie sur la barre d'espacementHPANHxHxNPuis tape le dnominateur: |1154HPANHxHxNAppuie alors sur |Return|.HPANpN*HxHxHxHxAۢN <r$<H <r$<HANHxHxHxhHx1NRetourHPA˚NA톎NA토NNNN Les quatre oprationsHPANHxHxxHxHxNSomme4HPAͪNHxHxHxHxN DiffrenceHPAͪNHxHxHxHxNProduit4HPAͪNHxHxHxHx'NRapport4HPAͪNHxHx1HxhHxENRetourHPAͪNHxHxxHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgN5:HxHxHxHxAκNA퀊Nv&<x*<NNgN5:HxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN5:HxHxHxHx'AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN5:HxHx1HxhHxEAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN5:`JA퀊Nv&<x*<NNgN5~A퀊Nr~Nf5@0JU`NNAN4AZN4pC톈NpCNpC톾NpCHNN Les quatre oprations: SommesHPANHxHxN |Complte:HPANA 0 <r$<ANANr/ <@r$<Nr&<x*<N4&<x*<NC톈NFANr/ <@r$<Nr&<x*<N4&<x*<NCNFANr/ANrC톈NHANrCNL8NC톾NFpN*HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/AۢNANv&<x*<NfN8 HxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANN8pHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANHxANv&<x*<N&<x*<NN/p+NHPANHxfANv&<x*<N&<x*<NN/p=NHPANHx.ANv&<x*<N&<x*<NN/p|NHPANrCNN"_NNHPANNt`NqA 0 <r$<ANA CvN ANv&<x*<NfN: <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxvANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFN; <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFNt`NqA 0 <r$<ANANrCHNHANrC톈NL8N>pJBgp/ANv&<x*<NpJBgp/ANrCHNHANrC톾NL8N>pJBgp/ANv&<x*<NpJBgp$VHfNHxtANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANN?HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNt`NqHxHx6HxhHxJNRetourHPA˚NA톈NANA톾NAHNNNAN4AZN4pC톈NpCNpC톾NpCHNN"Les quatre oprations: DiffrencesHPANHxHxN |Complte:HPANA 0 <r$<ANANr/ <@r$<Nr&<x*<N4&<x*<NC톾NFANr/ <@r$<Nr&<x*<N4&<x*<NCNFANr/ANrC톾NHANrCNL8NC톈NFpN*HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/AۢNANv&<x*<NfNBHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNCHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANHxANv&<x*<N&<x*<NN/p-NHPANHxfANv&<x*<N&<x*<NN/p=NHPANHx.ANv&<x*<N&<x*<NN/p|NHPANrCNN"_NNHPANNt`NqA 0 <r$<ANA CvN ANv&<x*<NfNEV <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxvANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFNF8 <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFNt`NqA 0 <r$<ANANrCHNHANrC톈NL8N>pJBgp/ANv&<x*<NpJBgp/ANrCHNHANrC톾NL8N>pJBgp/ANv&<x*<NpJBgp$VHfNG~HxANv&<x*<N&<x*<NN/NVraiHPANNJAZ 0 <r$<AZNHxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABN <r$<HANHxANv&<x*<N&<x*<NN/N|FauxHPAN <r$<HANNt`NqANv&<x*<NfNIHxtANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANNJHxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNt`NqHxHx6HxhHxJNRetourHPA˚NA톈NANA톾NAHNNNAN4AZN4pC톈NpCNpC톾NpCHNN Les quatre oprations: ProduitsHPANHxHxN |Complte:HPANA 0 <r$<ANANr/ <r$<Nr&<x*<N4&<x*<NC톈NFANr/ <r$<Nr&<x*<N4&<x*<NCNFANr/ANrC톈NHANrCNL8NC톾NFpN*HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/AۢNANv&<x*<NfNMfHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNMHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANHxANv&<x*<N&<x*<NN/pxNHPANHxfANv&<x*<N&<x*<NN/p=NHPANHx.ANv&<x*<N&<x*<NN/p|NHPANrCNN"_NNHPANNt`NqA 0 <r$<ANA CvN ANv&<x*<NfNP <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxvANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFNP <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFNt`NqA 0 <r$<ANANrCHNHANrC톈NL8N>pJBgp/ANv&<x*<NpJBgp/ANrCHNHANrC톾NL8N>pJBgp/ANv&<x*<NpJBgp$VHfNR*HxANv&<x*<N&<x*<NN/NVraiHPANNU0AZ 0 <r$<AZNHxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABN <r$<HANHxANv&<x*<N&<x*<NN/N|FauxHPAN <r$<HANNt`NqANv&<x*<NfNTVHxtANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANNU0HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNt`NqHxHx6HxhHxJNRetourHPA˚NA톈NANA톾NAHNNNAN4AZN4pC톈NpCNpC톾NpCHNN Les quatre oprations: RapportsHPANHxHxN |Complte:HPANA 0 <r$<ANANr/ <r$<Nr&<x*<N4&<x*<NC톾NFANr/ <r$<Nr&<x*<N4&<x*<NCNFANr/ANrC톾NHANrCNL8NC톈NFpN*HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/AۢNANv&<x*<NfNXHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNXvHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANHxANv&<x*<N&<x*<NN/p:NHPANHxfANv&<x*<N&<x*<NN/p=NHPANHx.ANv&<x*<N&<x*<NN/p|NHPANrCNN"_NNHPANNt`NqA 0 <r$<ANA CvN ANv&<x*<NfNZ <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxvANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFN[ <r$<HANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NHxANv&<x*<N&<x*<NN/AvNNHPANANr/AvNCHNFNt`NqA 0 <r$<ANANrCHNHANrC톈NL8N>pJBgp/ANv&<x*<NpJBgp/ANrCHNHANrC톾NL8N>pJBgp/ANv&<x*<NpJBgp$VHfN\HxANv&<x*<N&<x*<NN/NVraiHPANN_AZ 0 <r$<AZNHxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABN <r$<HANHxANv&<x*<N&<x*<NN/N|FauxHPAN <r$<HANNt`NqANv&<x*<NfN_HxtANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxvANv&<x*<N&<x*<NN/p|NHPANrC톾NN"_NNHPANN_HxANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxANv&<x*<N&<x*<NN/p|NHPANrC톈NN"_NNHPANNt`NqHxHx6HxhHxJNRetourHPA˚NA톈NANA톾NAHNNNAN4AdNA텸NAvCdN A CvN A 0AdNNANHmdp"_NC텸N Hmdp"_N CdN Hmp,N"_NfN`Hmvp.N"_NNCvN N`HmvA텸"_NNCvN Nt`NqNqNNN Calculs sur les fractionsHPANHxHxxHxHxNFraction d'un rectangle4HPAͪNHxHxHxHxNFraction d'un disqueHPAͪNHxHxHxHxN Simplifie..4HPAͪNHxHxHxHxNTrouve l'intrus4HPAͪNHxHxHxHx"N Complte..HPAͪNHxHx,HxhHx@NRetourHPAͪNHxHxxHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgNdtHxHxHxHxAκNA퀊Nv&<x*<NNgNdtHxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNdtHxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNdtHxHxHxHx"AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNdtHxHx,HxhHx@AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNdt`A퀊Nv&<x*<NNgNdA퀊Nr~Nfdk*q(~`TNNAN4AN4AZN4A`N4AN4N2Calculs sur les fractions: Fraction d'un rectangleHPANA 0 <r$<ANHxHxxHxHxJABNBmpNpNBm^ <r$<AZNBmd <r$<A`N <r$<Nr&<x*<NfNepN`pNdNf$pN`pNdpNhANv&<x*<NANAZNv&<x*<N&<x*<NN/A`Nv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<N&<x*<NN/A`Nv&<x*<N&<x*<N&<x*<NN/ANNt`NqNt`nNqHx@HxN|Quelle est la fraction duHPANHx@HxN| rectangle colore ?4HPAN <r$<H <r$<HANANvAN^N.HANv&<x*<N4L8N>N JBfNiHxrHxN |Bon travailHPANANvHANvHANA퀊Nv&<x*<NfNi <r$<H <r$<HANvHANvHAZNANvNNNHANvNNNL8N@ANANv&<x*<NvNJ&<x*<NN/Hx"p=NHPANANv&<x*<NvNJ&<x*<NH <r$<HA퀊NvAN^N.HA퀊NvAN^N.HAZNNjHxhHxN|Rponse inexacte:HPANHxrHx"NRponse:HPANANvH <r$<HAN <r$<H <r$<HA퀊NvAN^N.HA퀊Nv&<x*<N.HAZNANv&<x*<NfNjHxHx6HxhHxJN SuiteHPA˚NNt`^NqHxHx6HxhHxJNRetourHPA˚NNNA퀐N4AN4AN4AZN4A`N4AN4N0 Calculs sur les fractions: Fraction d'un disqueHPANA 0 <r$<ANHxHxxHxHxJABNBm <r$<Nr&<x*<NA퀐NpNpNBm^ <r$<A퀐N^NAZN <r$<Nr&<x*<NfNlzpN`pNdNlpN`pNdpNhANv&<x*<NANHxHxHxKA퀐Nv&<x*<N.AZN^NN/A퀐Nv&<x*<N.HAZNv&<x*<NL8NN/ANNt`NqHx@HxN|Quelle est la fraction duHPANHx@HxN| disque colore ?HPAN <r$<H <r$<HANANvAN^N.HA퀐NvAN^N.L8N>N JBfNoHxrHxN |Bon travailHPANANvHANvHANA퀊Nv&<x*<NfNo <r$<H <r$<HANvHANvHAZNANvNNNHANvNNNL8N@ANANv&<x*<NvNJ&<x*<NN/Hx"p=NHPANANv&<x*<NvNJ&<x*<NH <r$<HA퀊NvAN^N.HA퀊NvAN^N.HAZNNpHxhHxN|Rponse inexacte:HPANHxrHx"NRponse:HPANANvHA퀐NvHAN <r$<H <r$<HA퀊NvAN^N.HA퀊NvA퀐N^N.HAZNANv&<x*<NfNpHxHx6HxhHxJN SuiteHPA˚NNt`NqHxHx6HxhHxJNRetourHPA˚NNNA퀐N4AN4AN4AZN4A`N4AN4N$Calculs sur les fractions: SimplifieHPANHxHxxHxHxNJe propose les exercicesHPAͪNHxHxHxHx'NTu choisis les exercicesHPAͪNHxHx1HxhHxENRetourHPAͪNHxHxxHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgNs&HxHxHxHx'AκNA퀊Nv&<x*<NNgNs&HxHx1HxhHxEAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNs&`A퀊Nv&<x*<NNgNsbA퀊Nr~Nfsjy8`NNAN4AN4AN4AN4AZN4A`N4AN4N0Calculs sur les fractions: Simplifie: Je proposeHPANA 0 <r$<ANHxHxN|Essaie de rendre irrductibleHPAN <r$<Nr&<x*<NAN <r$<Nr&<x*<NANANvHANvHANA퀊Nv&<x*<NNgj <r$<Nr&<x*<NANAZ 0 <r$<AZNHxHxHxHxJABN <r$<H <r$<HANvAN^NHANvAN^NHAZNANvAN^NNNNHANvAN^NNNNL8N@ANANv&<x*<NvNJ&<x*<NN/Hxp=NHPANANv&<x*<NvNJ&<x*<NH <r$<HANBmdANvAN^N.HANvAN^N.L8N>N JBfNwANvHANvHANA퀊Nv&<x*<NNfNwXHx"HxN |Bon travailHPANA` 0NwHxHxN|Tu peux simplifier plus !HPANNwHxHxN|Rponse inexacte !HPANA`Nv&<x*<NNg NXNx <r$<HANNt` NqA`NvzNNfNxHxHxHxHx,ABNHxHxN|La rponse exacte est:4HPAN <r$<H <r$<HANvHANvHAZNANv&<x*<NfNxHxHx6HxhHxJN SuiteHPA˚NNt`NqHxHx6HxhHxJNRetourHPA˚NNNAN4AN4AN4AN4AZN4A`N4AN4N0Calculs sur les fractions: Simplifie: Tu choisisHPANA 0 <r$<ANHxHxHxHxJABNHxHxN|Essaie de rendre irrductibleHPAN <r$<H <r$<HANANvHANvHANC퀊A 0ANvAN^N.ANANvAN^N.ANAZ 0 <r$<AZNHxHxHxHxJABN <r$<H <r$<HANvAN^NHANvAN^NHAZNANvAN^NNNNHANvAN^NNNNL8N@ANANv&<x*<NvNJ&<x*<NN/Hxp=NHPANANv&<x*<NvNJ&<x*<NH <r$<HANBmdANvAN^N.HANvAN^N.L8N>N JBfN}JANvHANvHANA퀊Nv&<x*<NNfN}Hx"HxN |Bon travailHPANA` 0N}DHxHxN|Tu peux simplifier plus !HPANN}xHxHxN|Rponse inexacte !HPANA`Nv&<x*<NNg NXN} <r$<HANNt` NqA`NvzNNfN~lHxHxHxHx,ABNHxHxN|La rponse exacte est:4HPAN <r$<H <r$<HANvHANvHAZNANv&<x*<NfN~HxHx6HxhHxJN SuiteHPA˚NNt`NqHxHx6HxhHxJNRetourHPA˚NNNAN4AN4AN4AZN4A`N4AfN4pC톎NpC토NN,Calculs sur les fractions: Trouve l'intrus..HPANHxHxN|Quel est l'intrus ?HPANAf 0 <r$<AfNHxHxHxHxJABN <r$<Nr&<x*<NAN <r$<Nr&<x*<NANANvHANvHANA퀊Nv&<x*<NNgjBm <r$<ANANr/ANv&<x*<NAN^NC톎NFANr/ANv&<x*<NAN^NC토NFNt`NqNqA 0 <r$<AN <r$<NrAZN <r$<NrA`NAZNrC톎N/A`NrC톎N"_NAZNrC토N/A`NrC토N"_NNt`vNq <r$<NrAZN <r$<NrA`NA`NvAZN^Ng <r$<Nr&<x*<NfNZAZNr/A`NrC토NC토NFN|AZNr/A`NrC톎NC톎NFBm <r$<ANANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/HxA HPAͪNANv&<x*<N&<x*<NH <r$<HANrC톎NHANrC토NHAZNNt` NqBm <r$<ANANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/HxAκNANvA퀊N^NH <r$<L8NA퀊NANvA퀊N^NNg NXNA퀊 0Nt` NqA퀊Nv&<x*<NgN`A퀊Nv&<x*<N&<x*<NN/HxA퀊Nv&<x*<N&<x*<NN/HxAvNA퀊NvAZN^NNfNxHxHxN|Rponse correcteHPANNHxHxN|La rponse correcte est:HPAN <r$<H <r$<HAZNrC톎NHAZNrC토NHAZNAfNv&<x*<NfNLHxHx6HxhHxJN SuiteHPA˚NNt`rNqHxHx6HxhHxJNRetourHPA˚NA토NA톎NNNAhN4AnN4AN4AN4AN4AN4AN4AZN4A`N4AfN4AN4N& Calculs sur les fractions: Complte..HPANHxHxN|Complte l'expression:4HPANAf 0 <r$<AfNHxHxHxHxJABN <r$<Nr&<x*<NANCA 0CA 0 <r$<Nr&<x*<NAhN <r$<Nr&<x*<NAnNAnNvAhN^NANAhNvHANvHANA퀊NvAhN^N.AhNA퀊NvAN^N.ANAnNvHANvHANA퀊NvAnN^N.AnNA퀊NvAN^N.ANANvHANvHANA퀊NvAN^N.ANA퀊NvAN^N.AN <r$<H <r$<HAhNvHANvHAZNAhNvNNNHANvNNNL8N@ANANv&<x*<NvNJ&<x*<NN/HxN + =4HPANANv&<x*<NvNJ&<x*<NH <r$<HANvHANvHAZNANv&<x*<NvNJ&<x*<NH <r$<HANANvNNNHANvNNNL8N@AN^NANANv&<x*<NvNJ&<x*<NN/HxHxHxABNANv&<x*<NvNJ&<x*<NN/Hxp=NHPANANv&<x*<NvNJ&<x*<NH <r$<HANvHANvHAZNANvAhN^N.HANvAN^N.L8NHANvAN^N.L8N>N JBfNBAnNvAN^N>N JBfNHx"HxN |Bon travailHPANA퀊 0NN JBfNAnNvAN^N>N JBfNHx"HxN |Bon travailHPANA퀊 0NHxHxN|Tu aurais pu simplifier plus4HPANBmNHxHxN|Rponse incorrecteuHPANBmA퀊NvzNNfNb <r$<H <r$<HAhNvHANvHAZNAhNvNNNHANvNNNL8N@ANANv&<x*<NvNJ&<x*<NN/Hxp-NHPANANv&<x*<NvNJ&<x*<NH <r$<HAnNvHANvHAZNAnNvNNNHANvNNNL8N@AN^NANANv&<x*<NvNJ&<x*<NN/Hxp=NHPANANv&<x*<NvNJ&<x*<NH <r$<HANvHANvHAZNAfNv&<x*<NfNHxHx6HxhHxJN SuiteHPA˚NNt`hNqHxHx6HxhHxJNRetourHPA˚NA토NA톎NNNN Calculs d'airesHPANHxHxxHxHxNTableauxHPAͪNHxHxHxHxNTrouve l'aire de ...HPAͪNHxHxHxHx'NTrouve une figure ...4HPAͪNHxHx1HxhHxENRetourHPAͪNHxHxxHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgN2HxHxHxHxAκNA퀊Nv&<x*<NNgN2HxHxHxHx'AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN2HxHx1HxhHxEAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN2`A퀊Nv&<x*<NNgNrA퀊Nr~Nfz< `NNAN4AZN4AjN4Hx pC톈~NpC톾NpC토NpCzNfN^AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC톈~N>N"_NNHPANNt`2NqNt`NqAZ 0 <r$<AZNA 0 <r$<ANANr/AZNrC톈~N>zNNfNA CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<HAոNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNC톈~NNt`NqNt`xNqBmnA 0 <r$<ANHxANrC톈~N>HANrC톾NL8NfN AjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NN"_NNHPANHxANrC톈~N>HANrC톾NvNJL8NfNAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NvNJN"_NNHPANHxANrC톈~N>HANrC톾NNL8NfNAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hx"p|NHPANrC톾NNN"_NNHPANNt`NqAjNvzNfNHxHx@AjNvNHPN% erreurs, je te rappelle les formules4"_NNHPANHxHxEHxHx1N SuiteHPA˚NHxHxHxHxJABNpN*HxHxHxHxAۢNHx^HxNCot: |CHPANHx^HxNPrimtre: |4| x |CHPANHx^HxNAire: |C|HPANHxHx,HxhHx@N SuiteHPA˚NtA톈NHxHxdHxHxJABNHx"HxxN |RectangleHPANpN*Bm <r$<ANBm^ <r$<AZNANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/AۢNNt`(NqNt`NqHxHxNLargeurHPANHxHxNLongueurHPANHxHxN Primtre4HPANHxHxNAireHPANHx <r$<Nr&<x*<NC톾NFHx <r$<Nr&<x*<NC톾NFpC톾NHpC톾NL8NgHx <r$<Nr&<x*<NC토NFHx <r$<Nr&<x*<NC토NFpC토NHpC토NL8NgHxHxpC톾NC톈~NHxHxpC톾NHpC토NL8NNBC톈~NHxHxpC토NC톈~NHxHxpC토NHpC톾NL8NC톈~NA 0 <r$<ANAZ 0 <r$<AZNANr/AZNrC톈~N>zNfNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC톈~N>N"_NNHPANNt`2NqNt`NqAZ 0 <r$<AZNA 0 <r$<ANANr/AZNrC톈~N>zNNfNnA CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<HAոNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNC톈~NNt`NqNt`xNqBmnA 0 <r$<ANHxANrC톈~N>HANrC톾NL8NfNjAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NN"_NNHPANHxANrC톈~N>HANrC토NL8NfN*AjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC토NN"_NNHPANHxANrC톈~N>HANrC톾NHANrC토NL8NNBL8NfN*AjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NHANrC토NL8NNBN"_NNHPANHxANrC톈~N>HANrC토NHANrC톾NL8NL8NfN"AjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC토NHANrC톾NL8NN"_NNHPANNt`NqAjNvzNfNHxHx@AjNvNHPN% erreurs, je te rappelle les formules"_NNHPANHxHxEHxHx1N SuiteHPA˚NHxHx}HxHxJABNpN*HxHxHxHxAۢNHxHxpLNHPANHxHxplNHPANHx^HxNLargeur: |lHPANHx^HxNLongueur: |LHPANHx^HxNPrimtre: |2| x (|l|+|L|)4HPANHx^HxNAire: |l| x |LHPANHxHx,HxhHx@N SuiteHPA˚NtA톈NHxHxdHxHxJABNHx"HxN |Triangle4HPANpN*Bm <r$<ANBm^ <r$<AZNANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/AۢNNt`(NqNt`NqHxHxNBaseHPANHxHxNHauteur4HPANHxHxNAireHPANHx <r$<Nr&<x*<NC톾NFHx <r$<Nr&<x*<NC톾NFpC톾NHpC톾NL8NgHx <r$<NrNB&<x*<NC토NFHx <r$<NrNB&<x*<NC토NFpC토NHpC토NL8NgHxHxpC톾NC톈~NHxHxpC토NC톈~NHxHxpC토NC톈~NHxHxpC톾NHpC토NL8NvNJNhC톈~NA 0 <r$<ANAZ 0 <r$<AZNANr/AZNrC톈~N>zNfNzAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC톈~N>N"_NNHPANNt`2NqNt`NqAZ 0 <r$<AZNA 0 <r$<ANANr/AZNrC톈~N>zNNfN*A CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<HAոNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNC톈~NNt`NqNt`xNqBmnA 0 <r$<ANHxANrC톈~N>HANrC톾NL8NfN&AjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NN"_NNHPANHxANrC톈~N>HANrC토NL8NfNAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC토NN"_NNHPANHxANrC톈~N>NBHANrC톾NHANrC토NL8NL8NfNAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hx"p|NHPANrC톾NHANrC토NL8NvNJNhN"_NNHPANNt`tNqAjNvzNfN4HxHx@AjNvNHPN% erreurs, je te rappelle les formules"_NNHPANHxHxEHxHx1N SuiteHPA˚NHxHxHxHxJABNpN*HxHxHxHxANNHxHxHxHxANNHxHxHxHxANNHxHxHxHxANNHxHx,pbNHPANHxHxphNHPANHx^HxNHauteur: |hHPANHx^HxNBase: |bHPANHx^HxNAire:bHPANHxHxHxHxAۢNHxHxN|b|x|hHPANHxHx N| 24HPANHxHx,HxhHx@N SuiteHPA˚NtA톈NHxHxdHxHxJABNHx"HxxN|TrapzeHPANpN*Bm <r$<ANBm^ <r$<AZNANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/AۢNNt`(NqNt`NqHxHxpbNHPANHxHxpBNHPANHxHxNHauteur4HPANHxHxNAireHPANHx <r$<Nr&<x*<NC톾NFHx <r$<Nr&<x*<NC톾NFpC톾NHpC톾NL8NgHx <r$<Nr&<x*<NC토NFHx <r$<Nr&<x*<NC토NFpC토NHpC토NL8NgHx <r$<NrNB&<x*<NCzNfNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC톈~N>N"_NNHPANNt`2NqNt`NqAZ 0 <r$<AZNA 0 <r$<ANANr/AZNrC톈~N>zNNfN6A CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<HAոNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNC톈~NNt`NqNt`xNqBmnA 0 <r$<ANHxANrC톈~N>HANrC톾NL8NfN2AjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NN"_NNHPANHxANrC톈~N>HANrC토NL8NfNAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC토NN"_NNHPANHxANrC톈~N>HANrCNBHANrC토NHANrC톾NL8NHANrCzNfNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC톈~N>&<x*<NNh&<x*<N4N"_NNHPANNt` NqNt`NqHxHx@NOn prendra: || = |3,14HPANAZ 0 <r$<AZNA 0 <r$<ANANr/AZNrC톈~N>zNNfNA CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNC톈~NNt`NqNt`\NqBmnA 0 <r$<ANHxANrC톈~N>HANrC톾NL8NfNAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NN"_NNHPANHxANrC톈~N>HANrC톾NNBL8NfNѐAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPANrC톾NNBN"_NNHPANHxANrC톈~N>HNNBHANrC톾NL8NL8N&<8<*<NfNҴAjNv&<x*<NAjNANv&<x*<N&<x*<NN/Hxp|NHPN&<x*<NHANrC톾NL8NNh&<x*<N4N"_NNHPANHxANrC톈~N>HNHANrC톾NL8NHANrC톾NL8NL8N&<8<*<NfN 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<r$<AZN^NNCNN/AZNrCNN/AZNrCNN/ANNNt`lNqHxANHxANHx|HxHxHxABNHxtHxNCette figure n'estHPANHxtHxN pas un trapzeHPANHxHxEHxHx1N SuiteHPA˚NHxHxEHxHx1ABN`pCNHpCNL8NHpCNHpCNL8NL8NHpCNHpCNL8NHpCNHpCNL8NL8NL8NvNJANpCNHpCNL8NHpCNHpCNL8NL8NHpCNHpCNL8NHpCNHpCNL8NL8NL8NvNJAN^NANBm^ <r$<AZNAZNr/AZNrCN&<x*<N&<x*<NCNFAZNr/AZNrCN&<x*<N&<x*<NCNFNt`nNqHxpCNCNFHxpCNCNFpN*pN6AZ 0 <r$<AZN <r$<AZN^NNCNN/ <r$<AZN^NNCNN/AZNrCNN/AZNrCNN/ANNNt`lNqHxANHxANHx|HxHxHxABNANvAN^N&< =8CZ~NNt`NqNqHxpCZ~N>HHxpCZ~N>L8NpJBgp/HxpCZ~N>HHxpCZ~N>L8NpJBgp/HxpCZ~N>HHxpCZ~N>L8NpJBgp$VHgA퀐 0A 0 <r$<AN <r$<Nr&<x*<NA`NAZ 0 <r$<AZNANr/AZNr/ANr/AZNrCZ~N>A`N^NCZ~NANr/AZNrCZ~N>&<x*<NfN/,BmNt`zNqNt` NqA퀐NvJBg <r$<NrzNfN0Bm <r$<Nr&<x*<NAZN <r$<NrvNJH <r$<L8NA`NA`NvzNpJBgp/HxAZNrCZ~N>A`N^NzNpJBgp/HxAZNrCZ~N>A`N^N&<x*<NpJBgp$VHg4HxAZNr/HxAZNrCZ~N>A`N^NCZ~NN0A 0pNpNpN*Bm <r$<ANBm^ <r$<AZNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<ŀx*<NN/ANv&<x*<N&<x*<NN/AۢNAZNvzNfN2AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/ANv&<x*<NN/AZNrCZ~N>NHPANNt`lNqNt`HNqHxlHxN|S1HPANHxlHxN|S24HPANA 0 <r$<ANHxrHxNPlace le point: |HPANvN"_NNHPANHx <r$<HA\N -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgANv&<x*<NpJBgp/ -NvNJHHxpCH~N>L8NpJBgp/ -NvNJ&<x*<NHHxpCH~N>L8NpJBgp/ANv&<x*<NpJBgp/ -NvNJHHxpCH~N>L8NpJBgp/ -NvNJ&<x*<NHHxpCH~N>L8NpJBgp/ANv&<x*<NpJBgp/ -NvNJHHxpCH~N>L8NpJBgp/ -NvNJ&<x*<NHHxpCH~N>L8NpJBgp$VHgHxANr/ -NvNJCH~NHxANr/ -NvNJ&<x*<NCH~NHxcHxHxHxABNNt`NqA퀐 0A 0 <r$<ANBmAZ 0 <r$<AZNHxANrCZ~N>HHxAZNrCH~N>L8N>pJBgp/HxANrCZ~N>HHxAZNrCH~N>L8N>pJBgp$VHfN7 A턒 0Nt`ZNqA퀐Nr/A턒NrA퀐NNt` NqBmA퀐NvzNNfN8HxHxN|FauxHPANHxrHxNVeux-tu:HPANHxhHxHxHx'HxhHx,HxHxEN Recommencer4HPN La solution4HPAdNHxhHxHxHxJABNA퀊NvzNfN8dHxHxnHxJHx'ABN <r$<HANA퀊Nv&<x*<Ng^pNJpNPp N@pN6A 0 <r$<ANBHxANrCZ~N>&<x*<N&<x*<NCNFBHxANrCZ~N>&<x*<N&<x*<N&<x*<NCNFpCArNNt`PNqAZ 0 <r$<AZNA 0 <r$<ANHxANrCZ~N>HHxANv&<x*<NNCZ~N>L8NfN:HxANrCZ~N/HxANv&<x*<NNCZ~N"_NHxANrCZ~N/HxANv&<x*<NNCZ~N"_NNt`NqNt`NqpNpNpN*HxpCZ~N>&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<N&<x*<NN/ANNHxpCZ~N>&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<N&<x*<NN/ANN &<x*<N&<x*<N&<x*<NN/HxANrCZ~N>&<x*<N&<x*<NN/HxANrCZ~N>&<x*<N&<x*<N&<x*<NN/ANNHxANrCZ~N>&<x*<N&<x*<NN/Hx'HxANrCZ~N>&<x*<N&<x*<NN/HxANrCZ~N>&<x*<N&<x*<N&<x*<NN/ANNNt`(NqpNpNHxhHxNLes suites sont-elles'HPANHxrHxNproportionnelles ?HPANHxHx,HxHxHxHx,HxHxN OuiHPN NonHPAdNHxhHxHxHxJABNANv&<x*<NNpJBgp/A퀊Nv&<x*<NNpJBgp/ANvzNNpJBgp/A퀊Nv&<x*<NNpJBgp$VHfN@HxHxN |Bon travailHPANN@HxrHxN|rponse inexacte4HPANANv&<x*<NNfNA~pNpNpN*HxpCZ~N>&<x*<N&<x*<NN/HxpCZ~N>&<x*<N&<x*<N&<x*<NN/HxHx'ANNA탐Nv&<x*<NfNAHxHx,HxHxN SuiteHPA˚NHx|Hx6HxHxABNNt`NqHxHx,HxHxNretourHPA˚NAZNAHNANANNNAN4AZN4A`N4AfN4A\N4AhN4HxpCZ~NN" Suites proportionnelles: ComplteHPANHxHxNComplte le tableau suivant:HPANAf 0 <r$<AfN <r$<NrNh&<x*<N4&<8<*<NA`NA 0 <r$<ANHxANr/ <r$<Nr&<x*<NCZ~NHxANr/HxANrCZ~N>A`N^NCZ~NNt`NqNqHxxHxHxHxJABNpNpNpN*Bm <r$<ANBm^ <r$<AZNANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/AۢNANvzNpJBgp/AZNvAN^N&<x*<NpJBgp$VHfNF ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/AZNv&<x*<NN/ANrCZ~N>NHPANNt`,NqNt`NqHxHxN|S1HPANHxHxN|S24HPANA CvN <r$<H <r$<H <r$<H <r$<HANA`6NAvNA\NHxHxp|NHPA\NvN"_NNHPANA CvN <r$<H <r$<H <r$<H <r$<HANA`6NAvNAhNHxHxp|NHPAhNvN"_NNHPANHxpCZ~N>A\N^N&<8<*<NpJBgp/HxpCZ~N>AhN^N&<8<*<NpJBgp$VHfNHvHx"HxN |Bon travailHPANBmNI6HxHxNTes calculs sont faux !HPANHxHx,NVeux-tu:HPANHxHx1Hx^HxHxcHx1HxHxN Recommencer4HPN La solution4HPAdNHxHxHxHxJABNA퀊Nv&<x*<NgA퀊Nv&<x*<NNfNIHxHxHxpCZ~N>NHPANHxHxHxpCZ~N>NHPANAfNv&<x*<NfNJHxHx,HxhHx@N SuiteHPA˚NNt`NqHxHx,HxhHx@NRetourHPA˚NAZNNNN PourcentagesHPANHxHxxHxHxNremplis un verreHPAͪNHxHxHxHxNvide un verre !4HPAͪNHxHxHxHxNTableau: niveau 14HPAͪNHxHxHxHxNTableau: niveau 24HPAͪNHxHxHxHx"NCalcule le taux4HPAͪNHxHx,HxhHx@NRetourHPAͪNHxHxxHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgNMHxHxHxHxAκNA퀊Nv&<x*<NNgNMHxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNMHxHxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNMHxHxHxHx"AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNMHxHx,HxhHx@AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNM`A퀊Nv&<x*<NNgNMA퀊Nr~NfMPUL^h``NNAlN4AN4NPourcentages: remplis un verreHPANAtNBmpA 0 <r$<ANHxHx@NRemplis le verre ta guise...HPANAlNvHtHAn>NC퀊Al 0HxHxxHxHxJABNHx,HxNCela reprsente %4HPANHx,HxNde la capacit totale4HPANA CvN <r$<H <r$<H <r$<HAոNHxHxp|NHPAvNN"_NNHPANAvNAlN^N>N JBfNPHxTHxN|Bon travail !HPANNP\Hx@HxN|Faux|, c'est HPAlNvN"_NNHPp%N"_NNHPANANv&<x*<NfNPHxTHx,HxHx@N SuiteHPA˚NHxHxxHxHxJABNNt`NqHxTHx,HxHx@NretourHPA˚NNNAlN4AN4AN4N Pourcentages: vide le verreHPANAtNBmpA 0 <r$<AN <r$<Nr&<x*<N&<x*<NANHxHxxHxHxJABNHx'HxBNVide le verre de 4HPANvN"_NNHPp%N"_NNHPANAlNvH <r$<HAn>NC퀊Al 0HxHxxHxHxJABNANv&<x*<NAlN^N>N JBfNRHxTHxN|Bon travail !HPANBmNS`HxhHxN|Faux!HPANHx^HxNVeux-tu:HPANHx@HxHxHxHx@HxHxHxN Recommencer4HPN La solution4HPAdNA퀊Nv&<x*<Ng4A퀊Nv&<x*<NNfNTHx,HxxHxHxABNHx@HxNVoici la solution4HPANHx@HxNLe verre est vid4HPANHx@HxN de |HPANvN"_NNHPN %"_NNHPANAlNvHANv&<x*<NHApNANv&<x*<NAlNANv&<x*<NfNUHxTHx,HxHx@N SuiteHPA˚NHxHxxHxHxJABNNt`ZNqHxTHx,HxHx@NretourHPA˚NNNAN4AZN4AN4AN4AN4HxpC~NHxpCH~NN Pourcentages: Tableau 1HPAN <r$<Nr&<x*<NANBm <r$<ANBANr/ <r$<Nr&<x*<NC~NA 0ANvzNfNVBm^ <r$<AN^NAZNBANrC~N>HBAZNrC~N>L8N>N JBfNVBm Nt`NqNqANvJBg HxANr/BANrC~N>AN^N&<x*<N4C~NHxANr/HxANrC~N>HBANrC~N>L8NC~NNt`NqHxHxN Le taux de TVA est de |HPANvN"_NNHPN| %4"_NNHPANHxHx,N Complte ce tableauAHPANpNpNpN*Bm <r$<ANBm^ <r$<AZNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AۢNANvzNNpJBgp/AZNvzNpJBgp$VHfNZJAZNv&<x*<N&<x*<NN/HxANr/ <r$<AZN^NNC~N>NHPANANr/ <r$<AZN^NN/ANr/ <r$<AZN^NNC~N>CH~NNt` NqNt`NqHxHxNPrix |HTHPANHxHxN|TVAHPANHxHxN Prix |TTC4HPANBm^ <r$<AZNBm <r$<ANANr/AZNrCH~N>zN>N JBfN\lA CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNCH~NNt`NqNt``NqBmBm^ <r$<AZNBm <r$<ANANr/AZNrCH~N>HANr/AZNrC~N>L8N>pJBgpF$VHfN]ANv&<x*<NANAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC~N>N"_NNHPANNt`NqNt`NqHxxHxHxHxJABNANv&<x*<NNfN^RHxHx,N |Une erreur !4HPANN^HxHx,p|NHPANvN"_NNHPN erreurs !"_NNHPANHxHx1HxhHxENRetourHPA˚NANAHNNNAN4AZN4AN4AN4AN4HxpC~NHxpCH~NN Pourcentages: Tableau 2HPAN <r$<Nr&<x*<NANBm <r$<ANBANr/ <r$<Nr&<x*<NC~NA 0ANvzNfN`dBm^ <r$<AN^NAZNBANrC~N>HBAZNrC~N>L8N>N JBfN`ZBm Nt`NqNqANvJBg HxANr/BANrC~N>AN^N&<x*<N4C~NHxANr/HxANrC~N>HBANrC~N>L8NC~NNt`NqHxHxN Le taux de TVA est de |HPANvN"_NNHPN| %4"_NNHPANHxHx,N Complte ce tableauAHPANpNpNpN*Bm <r$<ANBm^ <r$<AZNAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AۢNANvzNNpJBgp/AZNv&<x*<NNpJBgp/ANvAZN^N&<x*<NNpJBgp$VHfNdBAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/ANr/ <r$<AZN^NNC~N>NHPANANr/ <r$<AZN^NN/ANr/ <r$<AZN^NNC~N>CH~NNt`NqNt`|NqHxHxNPrix |HTHPANHxHxN|TVAHPANHxHxN Prix |TTC4HPANBm^ <r$<AZNBm <r$<ANANr/AZNrCH~N>zN>N JBfNfdA CvN AZNv&<x*<N&<x*<NHANv&<x*<N&<x*<NH <r$<H <r$<HANA`6NAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/AvNNHPANANr/AZNr/AvNCH~NNt`NqNt``NqBmBm^ <r$<AZNBm <r$<ANANr/AZNrCH~N>HANr/AZNrC~N>L8N>pJBgpF$VHfNgANv&<x*<NANAZNv&<x*<N&<x*<NN/ANv&<x*<N&<x*<NN/p|NHPANr/AZNrC~N>N"_NNHPANNt`NqNt`NqHxxHxHxHxJABNANv&<x*<NNfNhJHxHx,N |Une erreur !4HPANNhHxHx,p|NHPANvN"_NNHPN erreurs !"_NNHPANHxHx1HxhHxENRetourHPA˚NANAHNNNAN4AN4AZN4A`N4A"N4A(N4A.N4ANNPourcentages: TauxHPANA 0 <r$<ANHxxHxxHxHxJABN <r$<Nr&<x*<NA"N <r$<Nr&<x*<NA(NANv&<x*<NNpJBgp/ANv&<x*<NNpJBgp$VHfNjJA 0N|hausseCN NjnA 0N|baisseCN A"NvAN^N&<x*<N4&<x*<NA(N^NA.NpNpNpN*Bm^ <r$<AZNBmd <r$<A`NAZNv&<x*<N&<x*<NN/A`Nv&<x*<N&<x*<NN/AZNv&<x*<N&<x*<NN/A`Nv&<x*<N&<x*<NN/AۢNNt`(NqNt`NqHxHxN |Ancien| prixHPANHxHxN|Nouveau| prixHPANHxHxN% de xHPA"_NNHPANHx^HxA(NvNHPANHx^HxA.NvNHPANA CvN <r$<H <r$<H <r$<HAոNHx^HxAvNNHPANAvNA"N^N>N JBfNm^HxHx,N|Bon travail !HPANNmHxHx,N|Mauvaise rponse !4HPANHx^Hxp|NHPA"NvN"_NNHPANANv&<x*<NfNnHxHx1HxhHxEN SuiteHPA˚NNt`NNqHxHx1HxhHxENRetourHPA˚NNNLAnN:LAhN:AN4AN4AhNvHAnNvHApNCnA 0Hx"HxHxHxNRemplis4HPAͪNHx"HxHxHx,NVideHPAͪNHx"HxHxHxNValideHPAͪNHx"HxHxHxANA퀊NvzNNgNoHx"HxHxHxAvNHx"HxHxHxANA퀊NvzNNgNoArN`Hx"HxHxHxAvN`^Hx"HxHxHx,ANA퀊NvzNNgNpTHx"HxHxHx,AvNHx"HxHxHx,ANA퀊NvzNNgNp6AsN`Hx"HxHxHx,AvN`^Hx"HxHxHxAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgNp`XCA퀊 0NNLAnN:LAhN:AN4AhNvAnN^NfNqpN*AhNv&<x*<NANAnNv&<x*<NH <r$<L8ANANvNN JBfNq pJBgpF$VHgHxsHxnHxHxJABN <r$<HAN <r$<HANpNpNpN*Hx?HxsHx?Hx'ANNHx@HxsHx@Hx'ANNHxAHxsHxAHx'ANNBm <r$<ANANrCN&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANNNt`NqHxuHx@N/Trace le symtrique du triangle: Place le pointHPANBm <r$<ANHxHxEHxHx.ABNHxHx@ANv&<x*<NNHPANHx <r$<H <r$<H <r$<HANANvzNfN~Bm^ <r$<AN^NAZN -NHAZNrCrNL8NNpJBgp/ -NHAZNrCxNL8NNpJBgp$VHfN~+|+|Nt`NqNq -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgANr/ -NCrNFANr/ -NCxNFpNpNpN*ANv&<x*<NNfN"pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNANv&<x*<NNfNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNNt`@NqHxsHx.HxHxJABNA 0Bm <r$<ANANrCNHpCrNL8N&<x*<NpJBgp/ANrCNHpCxNL8NpJBgp/ANrCNHpCrNL8N&<x*<NpJBgp/ANrCNHpCxNL8NpJBgp/ANrCNHpCrNL8N&<x*<NpJBgp/ANrCNHpCxNL8NpJBgp$VHfNBm Nt`NqANvJBfNHxHx@N|Bon travail !HPANBmNHxHx@N|Erreur|, veux-tu:HPANHxHxEHxHx1HxHxEHxHx1N RecommencerHPN La solutionHPAdNHxsHx.HxHxJABNA퀊Nv&<x*<Ng A퀊Nv&<x*<NNfNpNpNpN*Bm <r$<ANpN6pNpNANrCrN&<x*<N&<x*<NN/ANrCxN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCrN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCxN&<x*<N&<x*<NN/ANNpN6pNpNA`Nv&<x*<NfNANrCN&<x*<N&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANNA`Nv&<x*<NNfN|ANrCN&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/ANNNt`NqHxHx1HxhHxEN SuiteHPA˚NNt`NqBm <r$<ANANr/ <r$<NrCNFANr/ <r$<Nr&<x*<NCNFNt`NqNqpCNHpCNL8NHpCNHpCNL8NL8NHpCNHpCNL8NHpCNHpCNL8NL8NL8N>pJBgpF$VHgHxsHxnHxHxJABN <r$<HAN <r$<HANpNpNpN*HxHxHxHxANNHxHxHxHxANNHxHxHxHxANNBm <r$<ANANrCN&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANNNt`NqHxuHx@N/Trace le symtrique du triangle: Place le pointHPANBm <r$<ANHxHxEHxHx.ABNHxHx@ANv&<x*<NNHPANHx <r$<H <r$<H <r$<HANANvzNfNBm^ <r$<AN^NAZN -NHAZNrCrNL8NNpJBgp/ -NHAZNrCxNL8NNpJBgp$VHfN+|+|Nt`NqNq -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgANr/ -NCrNFANr/ -NCxNFpNpNpN*ANv&<x*<NNfNNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNANv&<x*<NNfN$pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNNt`@NqHxsHx.HxHxJABNA 0Bm <r$<ANANrCNHpCrNL8NpJBgp/ANrCNHpCxNL8N&<x*<NpJBgp/ANrCNHpCrNL8NpJBgp/ANrCNHpCxNL8N&<x*<NpJBgp/ANrCNHpCrNL8NpJBgp/ANrCNHpCxNL8N&<x*<NpJBgp$VHfNBm Nt`NqANvJBfN.HxHx@N|Bon travail !HPANBmNHxHx@N|Erreur|, veux-tu:HPANHxHxEHxHx1HxHxEHxHx1N Recommencer HPN La solutionHPAdNHxsHx.HxHxJABNA퀊Nv&<x*<Ng A퀊Nv&<x*<NNfNpNpNpN*Bm <r$<ANpN6pNpNANrCrN&<x*<N&<x*<NN/ANrCxN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCrN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCxN&<x*<N&<x*<NN/ANNpN6pNpNANrCN&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/ANNNt`.NqHxHx1HxhHxEN SuiteHPA˚NBm <r$<ANANr/ <r$<Nr&<x*<NCNFANr/ <r$<Nr&<x*<NCNFNt`NqNqpCNHpCNL8NHpCNHpCNL8NL8NHpCNHpCNL8NHpCNHpCNL8NL8NL8N>pJBgpF$VHgHxsHxnHxHxJABN <r$<HAN <r$<HANpNpNpN*HxHxsHxHx'ANNHxHxsHxHx'ANNBm <r$<ANANrCN&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<NN/ANNNt`NqHxuHx@N/Trace le symtrique du triangle: Place le pointHPANBm <r$<ANHxHxEHxHx.ABNHxHx@ANv&<x*<NNHPANHx <r$<H <r$<H <r$<HANANvzNfN*Bm^ <r$<AN^NAZN -NHAZNrCrNL8NNpJBgp/ -NHAZNrCxNL8NNpJBgp$VHfN +|+|Nt`NqNq -N&<x*<NpJBgp/ -N&<x*<NpJBgp$VHgANr/ -NCrNFANr/ -NCxNFpNpNpN*ANv&<x*<NNfNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNANv&<x*<NNfNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNpCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/pCrN&<x*<N&<x*<NN/pCxN&<x*<N&<x*<NN/ANNNt`@NqHxsHx.HxHxJABNA 0Bm <r$<ANANrCNHpCxNL8N&<x*<NpJBgp/ANrCNHpCrNL8N&<x*<NpJBgp/ANrCNHpCxNL8N&<x*<NpJBgp/ANrCNHpCrNL8N&<x*<NpJBgp/ANrCNHpCxNL8N&<x*<NpJBgp/ANrCNHpCrNL8N&<x*<NpJBgp$VHfNBm Nt`TNqANvJBfNHxHx@N|Bon travail !HPANBmNlHxHx@N|Erreur|, veux-tu:HPANHxHxEHxHx1HxHxEHxHx1N RecommencerHPN La solutionHPAdNHxsHx.HxHxJABNA퀊Nv&<x*<NgA퀊Nv&<x*<NNfNpNpNpN*Bm <r$<ANpN6pNpNANrCrN&<x*<N&<x*<NN/ANrCxN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCrN&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCxN&<x*<N&<x*<NN/ANNpN6pNpNANrCN&<x*<N&<x*<N&<x*<NN/ANrCN&<x*<N&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/ANv&<x*<N&<x*<NNCN&<x*<N&<x*<N&<x*<NN/ANNNt` NqHxHx1HxhHxENRetourHPA˚NANANArNAxNNNNSommes et diffrences dans ZHPANHxHxxHxHxNSommesHPAͪNHxHxHxHxN Diffrences4HPAͪNHxHxHxHx'NSommes et diffrencesHPAͪNHxHx1HxhHxENRetourHPAͪNHxHxxHxHxAκN <r$<A퀊N^NA퀊NA퀊Nv&<x*<NNgN`HxHxHxHxAκNA퀊Nv&<x*<NNgN`HxHxHxHx'AκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN`HxHx1HxhHxEAκNA퀊Nv&<x*<NA퀊NA퀊Nv&<x*<NNgN``A퀊Nv&<x*<NNgNA퀊Nr~Nfd`NNN$Sommes et diffrences dans Z: SommesHPANp+NHPANNNNN* Sommes et diffrences dans Z: DiffrencesHPANp-NHPANNNN"_A텈NAN4AZN4A큒N4A큘N4A큞N4A텎NA텔NA텚NpC톚NpCNA 0 <r$<ANANr/ HxPANv&<x*<N&<x*<NN/HxANv&<x*<N&<x*<NN/ABNHxPANv&<x*<N&<x*<NN/p=NHPANA CvN 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