Il faut connaître le type d’une variable pour pouvoir la modifier, savoir quelles opérations sont possibles sur cette variable.
\n\nLa fonction type( ) permet d’afficher le type d’une variable.\nEn Python on ne déclare pas au préalable le type de la variable, celà se fait à 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Tw6k7JJ/psYa3IQtt29XbgAqORnPQVNpfid9Th0eVbOONdSEpYNdKGi2Z6KQC+cdhx3oA6CiqMOt6Vc6lJp9vqdnLex/ftkuEaRPqoORVXUPENvY6/Y6W0tkJLkMX869SN1A6bYz8zkn0AHB56AgGxRVK/1rS9KkiTVNSs7J5jiNbidYy59gxGaugggEHIPQigAoqi+t6VHqi6bJqdml+4ytq1wolYeyZz+lLc61pdlfRWV5qVnb3U3+qglnVZJP91Scn8KALtFYV14x0ey8VLoN1fWsNybY3B825RSMH7uCc5xlvoM0aD4w0fX9BfVra+tVtomZZmNwhEOCQN5BwuRg89jQBu0VWsNRstUtRc6ZeW95btwJbeVZEP4gkUmoarp+kW/2jVb62sYc48y5mWNc/ViBQBaoqourac9pDdJf2rW87bYphMpSQ+inOCeD0plrrmk31pNdWWqWVxb2+fOmhuEdI8ddzA4GPegC9RVG31vSru/axtdTs57tF3tbx3CNIq+pUHOKq3XiG2tvEtro5mshJMjO4lvUSQdNoWL7zE59gMde1AGxRVPUNX03SI0k1bULWxR22o1zMsYY+gLEZNWkdJY1eNldGGVZTkEeoNADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK881u8m8M6trWmWR2ya+qS6cPS4ciKTA9sq/516HUE9jaXNxBPc2sM01sxaCSSMM0RIwSpPIOOOKAOIs9O0vSPH0On6mIRb2ujxRaZ9p27eGYTFc/wAX3M98Vi2flfa7f+zfL/sj/hLV+weT/q9vk/PtxxjzN/TivTtQ0vT9WtxBqtjbX0IO4R3MKyKD64YEU46fZmOCM2kBS2YNAvlDERAwCox8pGe1AHnmmSeG4fC/iGTxVDbzXi39x9vjbb9oc7z5SryGyV2bMEdsVs+BiG1/xeVR0B1OPCv95f8ARYeD710s2jaZcajHqFxp1pLexf6u5eBWkT6MRkVPDaW1tLNLb28UUlw++Z0QKZGwBuYjqcADJ7AUAedeMTdCTxr9hZlk+wWe5lUsRHl95wCCflzwDTLPTov7c8P3J8VaLIF3Naw6Vo5jkmi8s7l3LK21Mc8jGQO+K9JW2gS4knSCNZpQFkkCAM4GcAnqcZP51WsdD0nTLiWfTdLs7OaY5lkt7dI2k+pAyfxoA8zsTBo8ehNE+i6/pP26NbKWFWt7+J3YruIBPmEZO7O04zkV2vxCWM+A9SMoUqqK2WHA+dea1odC0i31J9Rt9Ksor5877pLdFlb6uBk1cmhiuYHhuI0likUq8bqGVgexB6igDg/EuoDwprI1ewCGLVrA2kaofla5TmHGOOQzD8BVSbTNG0bxx4O07WXhJg0y5WE3BG1590RLc8Fj8xFdLdeG57nV9Nt44NOtfD2mutxDbwRlZGlUEKu0AKqAnPHJNO1bwwNX8ZWGo3kVpc6dBYXFtNb3C797SPGy/KQQR8hzk+lAHAa4E+y6ydHntrfQG1y2E0zQ+bbIdo80lAygpv2buQM5z3rSk0u3TWLyTVPFenuX0iZLiPSNKaJvIOMO7JI/3f4QRk5OO9ekx2VrDZCzhtoY7ULsECxgIF9NvTHtUOn6NpmkRPHpWm2ljHIcultAsYY+pCgZoA4LRJDp3ijQILpND1VZo5IbHUNKBhmjTZkmSIEqUIUDOcA44rW+JkM1xpejQ2t01pM+sWwSdEVjGcnkBgQfxFdLY6FpOl3Es+maXZWc03+tkt7dI2f6kAZ/GrNxaW12IxdW8U4icSR+YgbY46MM9CPWgDmrbwZey6haXPiLxPf6ylnKJoLd4IYIxIBwzCNAWxnjJxXPmNk1mTwMOIpdT+3BQelmf3rD6eYCn0Nel1gaTo+oDxHea1rhszcNGLW1S13ERwhi2WLAHcxIyOgwOtAHFeIIbVtK8ewMkW972AFBgMUKQ598E5re1bTrbTfGnhv+yrWG2kNtdQr5MYXKiMELx2yAa6ifRNKurqS5udMs5p5EEbyyW6szqDkKSRkjIBx7VZe1t5biKeSCN5oc+VIyAtHkYO09sj0oA8pf+xf+FKjZ9k/tzZ8u7b9o/tHd/wB9b/M/T2rotD0u0vfF/iyXUrOC4nxbxMZYw3BgG4c9ia6z+xdK/tT+0/7Ms/t+Mfa/s6+bj/fxn9asR2tvFNNNFBEks5BldUAaTAwNx74HHNAHP/Dpi3w80fcSdsG0Z7AMQB+QrhJlnfS/C6G9tLGzbU70NNfW3nwibzH8sMu9Rn72CT1x3r1u2toLO3S3tII4IUGEjiQKq/QDgVE2l2D2D2L2Ns1o+d1uYVMbZOTlcYOSc0AeaTaTZKviFdT8WWB85bYXJsdKMcEEokyjSAO6sTwGBI+XGcCtnwxcSQeOns9QtdHmvpbDeNQ0dmVWiVxhZYiSFJLZU5PeuxtdJ02xsDY2Wn2ttaEEG3hhVIyD1+UDFJp2j6Zo8bx6Rp1pYJIdzrawLEGPqQoGaAOV8Xf2T/wsDwqNcMAiIufKFwRsMuE29eM9ce+KwdRFv/aWsto/lf2YdX03/U/6v7R5q+ZtxxnGzOO9dtrPh3+1/Eml3lxHbT2NrFPHPBOu7zPMCgfKQQRxzmtRNK0+Oyis47G2S1hZWjgWFQiEHIIXGAQeR70AchYatY6bfeNlv7mO3dLvzNsjAMytbxgEDvkgge/FYen2wk07wzNp+p6XDq0eiIostWty8UsRxkq2QVORg4zxjIr0m40fTLu+ivbrTrSe7hGI55IFaRB6BiMio7vQNHv7KKzvtJsbm1hwIoJrZHSPHTapGB+FAGV4BuoLrwmn2WxisY4p5YvKt5jLCSHOWjY9UJzjgY6VxmsWtu3h7xqjQx7W1uFCNo5UmDI+leqxQx28KRQRrFGg2qiKAqj0AHSoH0vT5I5kksbZkuJBLMrQqRI4xhmGOTwOT6CgDg/GVk8PjTw5bWtzp2lWXlT+S93ZCaD7R8m0bd6APs3YOexrJu7GG1s9RNzrdlqVg2rWh1WOysTb28Kg/Nu+dlOfk3c9ua9VvbG01K1a21G1hu7d/vRTxh0b6g8U2206ys7EWVpZ28FoAVEEUSrHg9RtAxQBw96ujP8AEIpov2Y3TaHc+etrtwRlNmdvfrj2/Cqp1jT5/APg23hu4nnkubFRErAsNjLuyOowRg+/FdVB4Wg0/wAVWV9pNrZ2Vjb2k8LwQRiPLu6NkKox/Acn6Vox6Bo8M8s8Ok2McsziSSRbZAzuDkMTjkg8g0AeW29nNeW/ij+19f0KwIvrgXsV/pYmmWPJ8slzMpI2bduBx2roND0y2n8dWa37Lqj2/h6HZcz25UuS5G/Y2SpI9eea7S70PSb+9ivL7S7K5uof9XPNbo7p9GIyKsi1txdm6EEYuCnlmbYN5XOdu7rjPOKAPK7TSbCL4SXU8dpCsyam7pIEG5St3hcHqMAAD0FXY9MsbqT4lT3VpDNL57Rh5IwxCi0jIAz0GTmvQhplgLNrQWVuLZmLmERLsLFtxO3GM55+vNOGn2S/adtpAPtZ3XGIh++O0Ll+Pm4AHPYYoA4NNNtLOz8AzWdtHFMZgDIi4Zt1tIWyepyeTnqa5izsHvfBN9/anifRbA/aJReLNpBluoZ9553CYMz5wVIXPTAr2T7DaFbdTaw4tSDAPLH7ogYyv93gkcdjUEmh6TNqaalNpdlJfJ926a3Qyr9HxkfnQBymh6VZ3fjbxHJqEEV5MtvaxGWaEZYGL5uD0z3FZHh0W62ngX7QIgqtdxIZMcABgqjPpjgV6WlrbxXEs8cEaTTY82RUAaTAwNx74HrVaXRNKns4rSbTLOS2hcSRQvboURs53BcYBzzkUAYnxClWDwzDPKdsUOo2kkjdkUTplj6AetU76+stQ+JVtBbTRXPlaPc+aEYMBuePAOO+BnFdlLFHPC8U8ayxuCro6gqw9CD1qrZaNpemhBp2m2loIwwQQQKm0NgsBgcZwM+uBQB55oxhOkfDnyPL4Zw+zH3vsz5zjvT9DwB4I3EhfLvsleo4Nd/Boek2rq1tplnCyytMpjt0UiRhgvwPvEcE9alj02xh8jyrK3T7Nu8jbEo8rd128cZ74oA8usTBo8ehNE+i6/pP26NbKWFWt7+J3YruIBPmEZO7O04zkVUtbKW70nxH/a/iHQ7A/brgX8d9pQmnQbjsJfzgT8m0rgemOa9Wh0LSLfUn1G30qyivnzvukt0WVvq4GTS3Oh6Te38d9eaXZXF3F/q7iW3RpE+jEZFAHn1zZFNQkl0/WdGv7waZBHfWuuWrRebGFOHVydyBgTkYYA9cGu08H3cN74L0yeytDZwtbgRQGQyBAOAAx5YccHuMVd1DQ9J1Z431XS7O9aI5ja5t0kKfTcDirqqFUKoAAGAAOlAHmmjSeGIfATPr9vBcX321vtcQx9pe7844A5Dbs4xyOMdqybazmvLXxP8A2vr+haefts4vYb/SxNMkeT5ZLmZSRs27cDjtmvVW0bTG1RdSbTrRr9RgXRgXzQPTfjP60l3oek397FeX2l2VzdQ/6uea3R3T6MRkUAcno8EEPjDSIrq5S8kOgBVuJofLach1G7Y3IJHY8iuWkAfw34UjhvLGytf7SuFnmurYTwpNl/LEi7lHXOMng49q9auNNsbu5t7m7s7eee2bdBLLErNEfVSRlT9KiXRNKWO6jXTLMJeNvuVFumJ29XGPmP1oA5fwjYfZfGGqyNr1hqFw9vGLm30/Tjbxo2TtdmEjqXIyMdcY9qf4lvoB4ys7S203TbjU0s3lW41S7MUcURYA7F2tubI5wBgd66nT9MsNJtRbaXZW9lADkRW0SxqD9FAFN1DR9M1dYxqunWl8Im3Ri5gWTYfUbgcGgDyTTkt9S0t7aZbG4tG8WxgpZr/o7AoCQoJ5UnP159a6HxPa29l4g8QL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"}}},{"metadata":{"trusted":false},"cell_type":"code","source":"nombre=3\ntype(nombre)","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"x=2.123\ntype(x)","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"condition=x>2\ncondition,type(condition)","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"mot=\"bonjour\"\ntype(mot)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"\n\n | a | b |
\n | 1 | NI |
\n | 1 | 2 |
\n | .. | .. |
\n| .. | .. |
\n\n NI signifie non initialisé \n"},{"metadata":{"trusted":false},"cell_type":"code","source":"# algorithme 1\na=1\nb=2\na=a+b\nb=a+b\na=a-2\nprint(a,b)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 2 "},{"metadata":{"trusted":false},"cell_type":"code","source":"# algorithme 2\na=1\nb=2\na=a+3\nb=b-a\nc=a+b\na=b+c\nc=a+c\nprint(a,b,c)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Prévoir la valeur de a, b et c à la fin de l'algorithme 2 ci dessus.
\n
\n\n | a | b | c |
\n | 1 | N | NI |
\n | 1 | 2 | NI |
\n | 4 | 2 | NI |
\n| 4 | .. | .. |
\n\n
\n\n\n \n \nExecuter ensuite le code pour confirmer votre résultat
"},{"metadata":{},"cell_type":"markdown","source":" Exercice 3
Vérifier que ce programme n'échange pas les valeurs de a et b et modifier le pour qu'il le fasse"},{"metadata":{"trusted":false},"cell_type":"code","source":"a=1\nb=3\na=b\nb=a\nprint(a,b)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"B) Instructions d’entrée et de sortie
\n\nLes instructions d’entrée permettent à l’utilisateur de saisir des valeurs.
\nLes instructions de sortie permettent l’affichage des valeurs en sortie.
\n\nLa fonction input( ) permet d’affecter une valeur à une variable.
\nLa fonction print( ) permet d’afficher la valeur d’une variable.\n\nAttention
Par défaut, le type d’une variable saisie à l’aide de la fonction input( ) est une chaîne de caractères.
\nPour entrer un entier ou un décimal, il faut donc forcer la fonction input( ) en plaçant autour int( ) ou float( ). \n"},{"metadata":{"trusted":false},"cell_type":"code","source":"# exemple 1 \nnom=input(\"ecrire votre nom : puis validez par la touche entree\")\nprint(nom,type(nom))\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"# exemple 2\ntaille= input(\"entrer votre taille en métre :\")\nprint(taille,type(taille))","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"# il faut donc écrire\ntaille= float(input(\"entrer votre taille en métre :\"))\nprint(taille,type(taille))","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 4 : Executer le code suivant , il provoque un erreur , corriger-le pour qu'il soit correct.
"},{"metadata":{"trusted":false},"cell_type":"code","source":"annee=input(\"entrer votre année de naissance\")\nage = 2033 - annee\nprint(\"vous aurez\",age,\"ans en 2033\")","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 5 :\tEcrire un programme qui demande 2 nombres entiers et affiche leur somme et leur produit avec une phrase du genre le produit de 3 et 5 est 15, leur somme est 8.
"},{"metadata":{"trusted":false},"cell_type":"code","source":"nombre1= int(input(\"Entrer le 1er nombre :\"))\nnombre2=..............\n......","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 5 bis :\tidem mais avec trois nombres décimaux.
"},{"metadata":{"trusted":false},"cell_type":"code","source":"nombre1=float(input(\"Entrer le 1er nombre :\"))\nnombre2=float(input(\"Entrer le 2ème nombre :\"))\nnombre3=float(input(\"Entrer le 3ème nombre :\"))\nproduit=nombre1*nombre2*nombre3\nsomme=nombre1+nombre2+nombre3\nprint(\"le produit de \", nombre1,\"et \", nombre2,\"et \",nombre3,\n \"est \",produit,\"leur somme est \",somme)\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 6
Ecrire un programme qui demande deux notes obtenues dans une matière et le coefficient correspondant, puis qui affiche la moyenne pondérée. \nrappel : pour obtenir la moyenne pondérée, on additionne les notes multipliées par leur coefficient puis on divise par la somme des coefficients \n"},{"metadata":{"trusted":false},"cell_type":"code","source":"","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Complément sur la fonction print
\nIl est également possible d'afficher le contenu de plusieurs variables (quel que soit leur type) en les séparant par des virgules :
"},{"metadata":{"trusted":false},"cell_type":"code","source":"x = 32\nnom = \"John\"\nprint(nom, \"a\", x, \"ans\")\n","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Python a également ajouté un espace à chaque fois que l'on utilisait le séparateur « , ». On peut modifier ce comportement en passant à la fonction print() l'argument par mot-clé sep :"},{"metadata":{"trusted":false},"cell_type":"code","source":"print(nom,\"a\",x,\"ans\",sep=\"-\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"print(nom,\"a\",x,\"ans\",sep=\"\\t\") # \\t correspond à une tabulation","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"print(nom,\"a\",x,\"ans\",sep=\"\\n\") # \\n correspond à un saut de ligne","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"print(\"Voici un autre exemple \\noù on saute de ligne\")","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" C) Les structures conditionnelles
\n\nLes instructions conditionnelles permettent d’effectuer des tests permettant de vérifier certaines conditions, puis d’effectuer des instructions en fonction des résultats des test.\n\n\n\n\n\n Remarques
\n- la ligne de if , else et elif se termine toujours par deux points (:)
\n- L’instruction donnée après un if ou un else ou un elif doit être indentée : c’est à dire décalée vers la droite par une tabulation.
\n- le test d'égalite de deux variables s'écrit avec un double égal : if truc == machin :
\n- le test de non égalité s'écrit : if truc != machin 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"}}},{"metadata":{},"cell_type":"markdown","source":"Exemple1: Tester ce programme pour qu'il affiche toutes les sorties possibles"},{"metadata":{"trusted":false},"cell_type":"code","source":"nombre=int(input(\"entrer un nombre \\n\"))\nif nombre < 0:\n print(\"ce nombre est strictement négatif\")\nelse:\n print(\"ce nombre est positif ou nul\")","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exemple2: Les 2 codes suivants sont équivalents, l'utilisation du elif evite trop d'imbrication.
Faire les tests pour afficher les 3 cas "},{"metadata":{"trusted":false},"cell_type":"code","source":"nombre=int(input(\"entrer un nombre \\t\"))\nif nombre < 0:\n print(\"ce nombre est négatif\")\nelse:\n if nombre==0:\n print(\"ce nombre est nul\")\n else :\n print(\"ce nombre est strictement positif\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":false},"cell_type":"code","source":"nombre=int(input(\"entrer un nombre \\t\"))\nif nombre < 0:\n print(\"ce nombre est négatif\")\nelif nombre == 0:\n print(\"ce nombre est nul\")\nelse :\n print(\"ce nombre est strictement positif\")","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"","attachments":{"Capture5.JPG":{"image/jpeg":"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"}}},{"metadata":{},"cell_type":"markdown","source":" Exercice 7
\t \nComplèter le programme qui demande un prénom et qui affiche \"Bonjour Paul\" ou \"Bonjour, je croyais que c'était Paul\"."},{"metadata":{"trusted":false},"cell_type":"code","source":"prenom=input(\"Entrer votre prénom : \")\n.................","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 8 :Tarifs de cinéma:
\n\n - Moins de 14 ans: 6,00 €
\n - Scolaires/Etudiants: 9,70 €
\n - Seniors(plus de 65 ans): 10,50 €
\n - Plein tarif: 12,80 €
\n
\n Ecrire un programme qui demande l’age et si la personne est étudiante ou non, puis qui affiche le tarif cinéma qui s’applique à elle.
"},{"metadata":{"trusted":false},"cell_type":"code","source":"","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 9
tester plusieurs fois le programme ci-dessous"},{"metadata":{"trusted":false},"cell_type":"code","source":"n=int(input(\"entrer un nombre entier : \"))\nq=n//3\nr=n%3\nprint(\"le quotient de la division entière de\",n,\"par 3 est\",q,\"avec un reste de\",r)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 10
Ecrire un programme qui convertit un nombre de secondes en jour heures minutes secondes"},{"metadata":{"trusted":false},"cell_type":"code","source":"","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 11
Ecrire un programme qui affiche pour un nombre si c'est un multiple de 3 si c'est un multiple de 5, si c'est un multiple de 15 ou dernier cas ni multiple de 3 ou 5.\n "},{"metadata":{"trusted":false},"cell_type":"code","source":"","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":" Exercice 12
Ecrire un programme qui dit si une année (introduit par l’utilisateur) est bissextile ou non. Une année A est bissextile si A est divisible par 4. Elle ne l’est cependant pas si A est un multiple de 100, sauf si A est un multiple de 400. "},{"metadata":{"trusted":false},"cell_type":"code","source":"","execution_count":null,"outputs":[]}],"metadata":{"kernelspec":{"display_name":"Python 3.9.13 64-bit (windows store)","language":"python","name":"python3"},"vscode":{"interpreter":{"hash":"970a2a4939579a4c22872227820a264ec023ee5692739211cbaca24386397975"}},"widgets":{"application/vnd.jupyter.widget-state+json":{"state":{},"version_major":2,"version_minor":0}}},"nbformat":4,"nbformat_minor":2}