File: /home/mmtprep/public_html/mathzen.mmtprep.com/assets/5R20-4-af7FmpZo.js.map
{"version":3,"file":"5R20-4-af7FmpZo.js","sources":["../../src/exercices/5e/5R20-4.js"],"sourcesContent":["import { choice, combinaisonListesSansChangerOrdre } from '../../lib/outils/arrayOutils'\nimport { texteEnCouleur } from '../../lib/outils/embellissements'\nimport { numAlpha } from '../../lib/outils/outilString.js'\nimport { prenomF, prenomM } from '../../lib/outils/Personne'\nimport { texPrix, texteGras } from '../../lib/format/style'\nimport Exercice from '../deprecatedExercice.js'\nimport { context } from '../../modules/context.js'\nimport { listeQuestionsToContenu, randint, calculANePlusJamaisUtiliser } from '../../modules/outils.js'\n\nexport const titre = 'Solve a problem using an algebraic sum of relatives'\n\n/**\n * * résoudre un problème additif avec des relatifs\n * @author Sébastien Lozano\n */\n\nexport const uuid = '6667e'\nexport const ref = '5R20-4'\nexport default function ProblemesAdditifsRelatifs5e () {\n Exercice.call(this) // Héritage de la classe Exercice()\n this.debug = false\n this.sup = 1\n if (this.debug) {\n this.nbQuestions = 1\n } else {\n this.nbQuestions = 1\n }\n\n this.titre = titre\n this.consigne = ''\n\n this.nbCols = 1\n this.nbColsCorr = 1\n // this.nbQuestionsModifiable = false;\n context.isHtml ? this.spacing = 2 : this.spacing = 1\n context.isHtml ? this.spacingCorr = 2 : this.spacingCorr = 0.5\n\n let typesDeQuestionsDisponibles\n\n this.nouvelleVersion = function () {\n if (this.debug) {\n typesDeQuestionsDisponibles = [0]\n } else {\n // AvailableQuestionTypes = shuffle([choice([1,3]),choice([2,4]),0]);\n typesDeQuestionsDisponibles = [0]\n }\n\n this.listeQuestions = [] // Liste de questions\n this.listeCorrections = [] // Liste de questions corrigées\n this.autoCorrection = []\n\n // AvailableQuestionTypes=[1];\n\n // let listTypeOfQuestions = combinationLists(availablequestiontypes, this.nbQuestions) // All types of questions are asked but the order differs for each \"cycle\"\n const listeTypeDeQuestions = combinaisonListesSansChangerOrdre(typesDeQuestionsDisponibles, this.nbQuestions) // Tous les types de questions sont posées --> à remettre comme ci-dessus\n\n for (let i = 0, texte, texteCorr, cpt = 0; i < this.nbQuestions && cpt < 50;) {\n let gainPerteUnitaire // pour le gain/perte unitaire\n let gainMultiple // pour le gain multiple\n // we want multiples of 5 to only have half integers or integers\n do {\n gainPerteUnitaire = randint(10, 30)\n gainMultiple = randint(10, 30)\n } while (gainPerteUnitaire % 5 !== 0 || gainMultiple % 5 !== 0 || gainMultiple <= gainPerteUnitaire)\n\n const nombreTotalDeLancers = randint(5, 10) // nombre totale de lancers\n let nombreDeGainsUnitaires // nb de gains untitaires\n let nombreDePertes // nb de pertes\n do {\n nombreDeGainsUnitaires = randint(2, 5)\n nombreDePertes = randint(2, 5)\n } while (nombreDeGainsUnitaires + nombreDePertes >= nombreTotalDeLancers)\n\n // we sometimes exchange the number of unit gains and the number of losses to have a negative balance more often\n if (nombreDePertes < nombreDeGainsUnitaires) {\n if (randint(0, 1) === 0) {\n const temp = nombreDePertes\n nombreDePertes = nombreDeGainsUnitaires\n nombreDeGainsUnitaires = temp\n }\n }\n\n const prenoms = [[prenomF(), 'She', 'She'], [prenomM(), 'He', 'he']]\n const currentPrenom = choice(prenoms)\n\n // a function to write corrective strings\n const myGainPerteString = function (nb, type, valeur) {\n let sortie = ''\n switch (type) {\n case 'gain':\n sortie = `(+\\\\$${texPrix(valeur)}~)`\n for (let m = 1; m < nb; m++) {\n sortie += `+(+\\\\$${texPrix(valeur)}~)`\n }\n break\n case 'loss':\n sortie = `(-${texPrix(valeur)}~)`\n for (let m = 1; m < nb; m++) {\n sortie += `+(-\\\\$${texPrix(valeur)}~)`\n }\n break\n }\n return sortie\n }\n\n // a function to say if the balance is positive or negative\n const isBilanPositif = function (tot) {\n if (tot >= 0) {\n return true\n } else {\n return false\n }\n }\n\n let bilan\n if (isBilanPositif(calculANePlusJamaisUtiliser((nombreTotalDeLancers - nombreDeGainsUnitaires - nombreDePertes) * calculANePlusJamaisUtiliser(gainMultiple / 10)) + calculANePlusJamaisUtiliser(nombreDeGainsUnitaires * calculANePlusJamaisUtiliser(gainPerteUnitaire / 10)) - calculANePlusJamaisUtiliser(nombreDePertes * calculANePlusJamaisUtiliser(gainPerteUnitaire / 10)))) {\n bilan = ['Overall, the amount of winnings', 'is greater than the amount of losses', `${texteEnCouleur('The results are therefore positive.')}`, 'won', texPrix(calculANePlusJamaisUtiliser((nombreTotalDeLancers - nombreDeGainsUnitaires - nombreDePertes) * calculANePlusJamaisUtiliser(gainMultiple / 10)) + calculANePlusJamaisUtiliser(nombreDeGainsUnitaires * calculANePlusJamaisUtiliser(gainPerteUnitaire / 10)) - calculANePlusJamaisUtiliser(nombreDePertes * calculANePlusJamaisUtiliser(gainPerteUnitaire / 10)))]\n } else {\n bilan = ['Overall, the amount of winnings', 'is less than the amount of losses', `${texteEnCouleur('The results are therefore negative.')}`, 'lost', texPrix((-1) * (calculANePlusJamaisUtiliser((nombreTotalDeLancers - nombreDeGainsUnitaires - nombreDePertes) * calculANePlusJamaisUtiliser(gainMultiple / 10)) + calculANePlusJamaisUtiliser(nombreDeGainsUnitaires * calculANePlusJamaisUtiliser(gainPerteUnitaire / 10)) - calculANePlusJamaisUtiliser(nombreDePertes * calculANePlusJamaisUtiliser(gainPerteUnitaire / 10))))]\n }\n // for situations\n const situations = [\n { // case 0 --> les quilles\n nb_tot_lancers: nombreTotalDeLancers,\n nb_gains_unitaires: nombreDeGainsUnitaires,\n nb_pertes: nombreDePertes,\n nb_gains: nombreTotalDeLancers - nombreDeGainsUnitaires - nombreDePertes,\n perte: calculANePlusJamaisUtiliser(gainPerteUnitaire / 10),\n gain_unitaire: calculANePlusJamaisUtiliser(gainPerteUnitaire / 10),\n gain_multiple: calculANePlusJamaisUtiliser(gainMultiple / 10),\n enonce_1: 'throw a ball at pins.',\n enonce_2: '- If the ball hits several pins, the player wins',\n enonce_3: '- If the ball only hits one pin, the player wins',\n enonce_4: '- If the ball does not touch any pin, the player loses',\n enonce_5: 'threw',\n enonce_6: 'the ball',\n correction_1: 'hit several pins',\n correction_2: 'hit only one pin',\n prenom: currentPrenom[0], // prenoms[choice([0,1])][0],\n pronomMaj: currentPrenom[1], // prenoms[choice([0,1])][1],\n pronomMin: currentPrenom[2], // prenoms[choice([0,1])][2],\n bilan\n }\n ]\n\n const enonces = []\n let indexSousQuestion\n let indexSousQuestionCorr\n for (let k = 0; k < situations.length; k++) {\n indexSousQuestion = 0\n indexSousQuestionCorr = 0\n enonces.push({\n enonce: `A game consists of ${situations[k].enonce_1}<br>\n ${situations[0].enonce_2} $\\\\$${texPrix(situations[0].gain_multiple)}~$.<br>\n ${situations[0].enonce_3} $\\\\$${texPrix(situations[0].gain_unitaire)}~$.<br>\n ${situations[0].enonce_4} $\\\\$${texPrix(situations[0].perte)}~$.<br>\n ${situations[k].prenom} ${situations[k].enonce_5} $${situations[k].nb_tot_lancers}$ times ${situations[k].enonce_6}.<br>\n ${situations[k].prenom} lost money $${situations[k].nb_pertes}$ times and won $${situations[k].nb_gains_unitaires}$ times $\\\\$${texPrix(situations[k].gain_unitaire)}~$.<br>\n ${numAlpha(indexSousQuestion++)} Did ${situations[k].prenom} overall win or lose money?<br>\n ${numAlpha(indexSousQuestion++)} How much did ${situations[k].prenom} overall won or lost?`,\n question: '',\n correction: `${situations[k].prenom} ${situations[k].enonce_5} $${situations[k].nb_tot_lancers}$ times ${situations[k].enonce_6}.<br>\n On the $${situations[k].nb_tot_lancers}$ throws, we know how many times ${situations[k].prenom} lost money and how many times ${situations[k].prenom} won $\\\\$${texPrix(situations[k].gain_unitaire)}~$.<br>\n The other throws therefore correspond to the number of times ${situations[k].prenom} has ${situations[k].correction_1} and won $\\\\$${texPrix(situations[k].gain_multiple)}~$.<br>\n $${situations[k].nb_tot_lancers}-${situations[k].nb_pertes}-${situations[k].nb_gains_unitaires} = ${situations[k].nb_tot_lancers - situations[k].nb_pertes - situations[k].nb_gains_unitaires}$, ${situations[k].prenom} has therefore ${situations[k].correction_1} $${situations[k].nb_gains}$ times.<br>\n ${texteGras(`${situations[k].prenom} has ${situations[k].correction_1}:`)}<br>\n $${myGainPerteString(situations[k].nb_gains, 'gain', situations[k].gain_multiple)} = ${situations[k].nb_gains}\\\\times (+\\\\$${texPrix(situations[k].gain_multiple)}~) = (+\\\\$${texPrix(situations[k].nb_gains * situations[k].gain_multiple)}~$)<br>\n ${texteGras(`${situations[k].prenom} has ${situations[k].correction_2}: `)}<br>\n $${myGainPerteString(situations[k].nb_gains_unitaires, 'gain', situations[k].gain_unitaire)} = ${situations[k].nb_gains_unitaires}\\\\times (+\\\\$${texPrix(situations[k].gain_unitaire)}~) = (+\\\\$${texPrix(situations[k].nb_gains_unitaires * situations[k].gain_unitaire)}~$)<br>\n ${texteGras('Losses:')}<br>\n $${myGainPerteString(situations[k].nb_pertes, 'loss', situations[k].perte)} = ${situations[k].nb_pertes}\\\\times (-\\\\$${texPrix(situations[k].perte)}~) = (-\\\\$${texPrix(situations[k].nb_pertes * situations[k].perte)}~$)<br>\n ${numAlpha(indexSousQuestionCorr++)} ${situations[k].bilan[0]} ${situations[k].bilan[1]}.<br>\n ${situations[k].bilan[2]}<br>\n ${numAlpha(indexSousQuestionCorr++)}$(+\\\\$${texPrix(situations[k].nb_gains * situations[k].gain_multiple)}~)+(+\\\\$${texPrix(situations[k].nb_gains_unitaires * situations[k].gain_unitaire)}~)+(-\\\\$${texPrix(situations[k].nb_pertes * situations[k].perte)}~ ) = (\\\\$${texPrix(situations[k].nb_gains * situations[k].gain_multiple + situations[k].nb_gains_unitaires * situations[k].gain_unitaire - situations[k].nb_pertes * situations[k].perte)}~)$<br>\n ${texteEnCouleur(`Globalement, ${situations[k].prenom} ${situations[k].bilan[3]} $\\\\$${situations[k].bilan[4]}~$.`)}`\n })\n }\n\n switch 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