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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### ![conseil-randonner-haute-montagne-credit-JACQUES-Pierre-HEMIS_0638150.jpg](attachment:conseil-randonner-haute-montagne-credit-JACQUES-Pierre-HEMIS_0638150.jpg)![altimetre.jpg](attachment:altimetre.jpg) Un altimètre est un instrument de mesure permettant de déterminer la distance verticale entre un point et une hauteur de référence. Lors d’une randonnée en montagne, Marc étalonne son altimètre à son point de départ, puis mesure à chaque heure l’altitude relative atteinte." ] }, { "attachments": { "montagne.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "![montagne.png](attachment:montagne.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Figure 1 – La randonnée de Marc a duré 10 heures, il a atteint une altitude relative de 300m au bout d’une heure, de 500m au bout de deux heures, etc" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "À la fin de sa randonnée, il obtient une liste d’entiers naturels qu’il range dans une liste Python nommée alt (illustration figure 1 ci-dessus)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "alt=[0,300,500,600,1000,800,900,500,600,200,0] # L'élève rentre les valeurs des altitudes dans une liste\n", "print(alt)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Marc souhaite maintenant calculer certaines valeurs relatives à son parcours..." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "a) Quelle fonction déjà existante en Python lui permet de calculer la durée de sa randonnée ?" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "len(alt) # Cette fonction retourne le nombre d'élèments dans la liste\n", "print(\"La randonnée a duré:\", len(alt)-1, \"heures\") # Calculer et afficher la durée du parcours" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "b) Définir en Python une fonction baptisée altmax, qui prend en argument une liste alt et qui retourne l’altitude\n", "relative maximale atteinte lors de sa randonnée.\n", "Par exemple, dans le cas de l’illustration numérique donnée ci-dessus la fonction devra renvoyer la valeur 1000." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def altmax(alt):\n", " amaxi = 0 # amaxi est l'altitude maximale, initialisée à 0\n", " for altitude in alt: # Parcourir la totalité de la liste des altitudes relevées\n", " if altitude > amaxi: # Si une valeur pointée est supérieure à la valeur maximale actuellement enregistrée \n", " amaxi = altitude # Actualiser la nouvelle valeur de l'altitude maximale amaxi\n", " return amaxi\n", "\n", "print(\"L'altitude maximale est:\", altmax(alt), \"mètres\") # Afficher la valeur de l'altitude maximale" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "c) Marc cherche maintenant à savoir à quel moment son ascension a été la plus rapide en calculant le dénivelé maximal réalisé en une heure. Il cherche donc la plus grande différence entre deux emplacements consécutifs de la liste. Par exemple, pour la liste donnée en illustration le dénivelé maximal est égal à 400 et a été réalisé entre la troisième et la quatrième heure.\n", "Définir en Python une fonction baptisée denivmax prenant en argument une liste alt et retournant le dénivelé maximal réalisé en une heure durant sa randonnée." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def denivmax(alt):\n", " altipre,denivmax=0,0 # denivmax: dénivellé maximum et altipre:altitude précédente, initialisées à 0\n", " for altiact in alt: # Parcourir la totalité de la liste des altitudes relevées\n", " if (altiact-altipre)>denivmax: # Si le dénivellé calculé est supérieur au dénivellé maximum \n", " denivmax=(altiact-altipre) # Actualiser la nouvelle valeur du dénivellé maximum\n", " altipre=altiact # Actualiser la nouvelle valeur de l'altitude \"précédente\"\n", " return denivmax\n", "\n", "print(\"Le dénivelé maximal est:\", denivmax(alt), \"mètres\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "d) Modifier la fonction précédente pour qu’elle retourne non pas le dénivelé maximal mais l’heure à laquelle débute la réalisation de ce dénivelé. Pour la liste donnée en exemple, cette fonction devra donc retourner la valeur 3.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def denivmax2(alt):\n", " altipre,denivmax = 0, 0 # denivmax: dénivellé maximum et altipre:altitude précédente, initialisées à 0\n", " for k, altiact in enumerate(alt):\n", " if (altiact - altipre) > denivmax: # Si le dénivellé calculé est supérieur au dénivellé maximum\n", " denivmax, t = altiact - altipre, k-1 # Actualiser les valeurs du dénivellé maximum et du temps\n", " altipre = altiact # Actualiser la nouvelle valeur de l'altitude \"précédente\"\n", " return t\n", "\n", "print(\"Heure du début de l'ascension maximale est:\", denivmax2(alt), \"heures\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "e) Définir une fonction baptisée denivtotal retournant la somme des dénivelés positifs réalisés durant cette randonnée. Pour l’exemple donné en illustration cette fonction devra donc retourner la valeur 1200." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def denivtotal(alt):\n", " altipre, deniv = 0, 0 # deniv: dénivellé et altipre:altitude précédente, initialisées à 0\n", " for altiact in alt: # Parcourir la totalité de la liste des altitudes relevées\n", " if (altiact - altipre) > 0: # Si le dénivellé calculé est positif\n", " deniv += (altiact - altipre) # Incrémenter la valeur du dénivellé avec cette nouvelle valeur\n", " altipre = altiact # Actualiser la nouvelle valeur de l'altitude \"précédente\"\n", " return deniv\n", "\n", "print(\"Somme des dénivelés positifs:\", denivtotal(alt), \"mètres\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "f) Enfin, on appelle sommet toute altitude relative strictement supérieure à l’altitude qu’elle précède et à l’altitude qui lui succède dans la liste alt. Dans l’exemple qui nous sert à illustrer cet exercice, la randonnée de Marc présente trois sommets de valeurs 1000, 900 et 600 atteints à la quatrième, sixième et huitième heure de marche.\n", "Rédiger une fonction sommets retournant la liste des sommets de la randonnée.\n", "Indication : créer une liste vide et y ajouter par la méthode append() les sommets au fur et à mesure de leur découverte." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def sommets(alt):\n", " s = []\n", " x, y = 0, alt[0]\n", " for z in alt[2:]:\n", " if x < y and z < y:\n", " s.append(y)\n", " x, y = y, z\n", " return s\n", "\n", "print(\"Nombre de sommets:\", sommets(alt))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Quelle est la différence entre append() et extend() en Python ?\n", "Les deux méthodes permettent d'ajouter des éléments dans une liste, mais ne fonctionnent pas de la même façon.\n", "\n", "Le langage Python fournit plusieurs méthodes pour gérer les listes. append() et extend() en font partie. Elles permettent d'ajouter des éléments dans une liste, mais ne fonctionnent pas de la même façon. Elles ont un résultat différent sur la liste.\n", "\n", "La méthode append() ajoute les éléments dans une liste mais conserve la forme d'itérable. L'itérable sera ajouté comme un nouvel élément de la liste. Il y aura donc une liste à 2 dimensions." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "maListe = [1, 2, 3]\n", "maListe.append([4, 5])\n", "print(maListe)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Pour accéder à la valeur 4, il faudra écrire maListe[3][0];" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "La méthode extend() extrait les éléments de l'itérable transmis en argument, agrandit la taille de la liste pour qu'elle puisse contenir les éléments extraits, puis les ajoute à la suite dans la liste. Pour des objets itérables, son fonctionnement est similaire à l'opérateur +=. Cependant la méthode extend() peut être appelée à la suite d'une autre fonction ou méthode, ce qui n'est pas possible avec l'opérateur +=." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "maListe = [1, 2, 3]\n", "maListe.extend([4, 5])\n", "print(maListe)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Pour accéder à la valeur 4, il faudra écrire maListe[3];" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 2 }