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{"version":3,"file":"5G20-1-2RG2GvMI.js","sources":["../../src/exercices/5e/5G20-1.js"],"sourcesContent":["import { choice, combinaisonListes } from '../../lib/outils/arrayOutils'\nimport { lampeMessage } from '../../lib/format/message.js'\nimport { modalTexteLong } from '../../lib/outils/modales.js'\nimport { texNombre } from '../../lib/outils/texNombre'\nimport { Triangle } from '../../modules/Triangle.js'\nimport Exercice from '../deprecatedExercice.js'\nimport { context } from '../../modules/context.js'\nimport { listeQuestionsToContenu, randint, calculANePlusJamaisUtiliser, texEnumerateSansNumero } from '../../modules/outils.js'\nimport { texteEnCouleurEtGras } from '../../lib/outils/embellissements'\nexport const dateDeModifImportante = '25/07/2023'\nexport const titre = 'Use triangle vocabulary'\n\n/**\n * Vocabulaire des triangles\n * 6G20-2 ; 5G20-1\n * @author Sébastien Lozano\n */\nexport const uuid = 'c3781'\nexport const ref = '5G20-1'\nexport default function VocabulaireDesTriangles () {\n Exercice.call(this) // Héritage de la classe Exercice()\n this.consigne = 'Give the nature of the triangles by justifying.'\n this.sup = 1\n this.sup2 = false\n this.nbCols = 1\n this.nbColsCorr = 1\n if (this.classe === 6) {\n if (this.sup === 1) {\n this.nbQuestions = 4\n } else {\n this.nbQuestions = 5\n }\n } else if (this.classe === 5) {\n this.nbQuestions = 5\n }\n this.classe = 5\n\n this.listePackages = 'bclogo'\n\n let typeDeQuestionsDisponibles\n\n this.nouvelleVersion = function (numeroExercice) {\n let texteIntro = ''\n // eslint-disable-next-line no-undef\n if (context.isHtml) {\n if (this.classe === 6) {\n texteIntro += '- A <b>any triangle</b> is a triangle that has no particular relationship between its angles or its sides.'\n texteIntro += '<br>'\n texteIntro += '- An <b>isosceles triangle</b> is a triangle that has two sides of the same length.'\n texteIntro += '<br>'\n texteIntro += '- An <b>equilateral triangle</b> is a triangle that has three sides of equal length.'\n texteIntro += '<br>'\n texteIntro += '- A <b>right triangle</b> is a triangle that has a right angle.'\n } else if (this.classe === 5) {\n texteIntro += '- A <b>any triangle</b> is a triangle that has no particular relationship between its angles or its sides.'\n texteIntro += '<br>'\n texteIntro += '- An <b>isosceles triangle</b> is a triangle that has two sides or two angles of the same measure.'\n texteIntro += '<br>'\n texteIntro += '- An <b>equilateral triangle</b> is a triangle that has three sides or three angles of equal measure.'\n texteIntro += '<br>'\n texteIntro += '- A <b>right triangle</b> is a triangle that has a right angle.'\n }\n this.boutonAide = modalTexteLong(\n numeroExercice,\n '<i class=\"info circle icon\"></i> Some definitions',\n texteIntro,\n 'Help',\n 'info circle'\n )\n } else {\n if (this.classe === 6) {\n texteIntro = texEnumerateSansNumero(\n [\n '- A \\\\textbf{any triangle} is a triangle that has no particular relationship between its angles or its sides.',\n '- An \\\\textbf{isosceles triangle} is a triangle that has two sides of the same length.',\n '- An \\\\textbf{equilateral triangle} is a triangle that has three sides of equal length.',\n '- A \\\\textbf{right triangle} is a triangle that has a right angle.'\n ],\n 1\n )\n } else if (this.classe === 5) {\n texteIntro = texEnumerateSansNumero(\n [\n '- A \\\\textbf{any triangle} is a triangle that has no particular relationship between its angles or its sides.',\n '- An \\\\textbf{isosceles triangle} is a triangle that has two sides or two angles of the same measure.',\n '- An \\\\textbf{equilateral triangle} is a triangle that has three sides or three angles of equal measure.',\n '- A \\\\textbf{right triangle} is a triangle that has a right angle.'\n ],\n 1\n )\n }\n\n this.introduction = lampeMessage({\n titre: 'Some definitions',\n texte: texteIntro,\n couleur: 'numbers'\n })\n }\n\n if (this.classe === 6) {\n if (this.sup === 1) {\n typeDeQuestionsDisponibles = [1, 3, 5, 7] // 6e facile isocèle, équilatéral et rectangle.\n } else if (this.sup === 2) {\n // AvailableQuestionTypes = [1,3,4,5,6,7,8,9]; //6th everything except by the angles\n typeDeQuestionsDisponibles = [1, 4, 6, 8, 9] // 6e les autres cas sauf par les angles\n }\n } else if (this.classe === 5) {\n // AvailableQuestionTypes = [1,2,3,4,5,6,7,8,9,10,11]; // 5th: we add the characterization by the angles\n typeDeQuestionsDisponibles = [\n choice([1, 2]),\n choice([3, 4, 10]),\n choice([5, 6, 11]),\n 7,\n choice([8, 9])\n ] // 5e : tout sauf les basiques de 6e, on ajoute la caractéisation par les angles\n }\n const listeTypeDeQuestions = combinaisonListes(\n typeDeQuestionsDisponibles,\n this.nbQuestions\n ) // Tous les types de questions sont posées mais l'ordre diffère à chaque 'cycle'\n\n // let listTypeDeQuestions = typesDeQuestionsAvailables // All types of questions are asked --> to submit as above\n this.listeQuestions = [] // Liste de questions\n this.listeCorrections = [] // Liste de questions corrigées\n this.autoCorrection = []\n for (let i = 0, texte, texteCorr, l1, l2, l3, a1, a2, a3, cpt = 0; i < this.nbQuestions && cpt < 50;) {\n // we set min and max length in cm\n const longueurMin = 2\n const longueurMax = 20\n // we set min and max angle in degrees\n const angleMin = 30\n const angleMax = 100\n\n // we create the triangles\n const triangleQuelconque = new Triangle()\n const triangleIsocele = new Triangle()\n const triangleEquilateral = new Triangle()\n const triangleRectangle = new Triangle()\n const triangleIsoceleRectangle = new Triangle()\n let partieDecimale1, partieDecimale2, partieDecimale3\n if (this.sup2) {\n partieDecimale1 = calculANePlusJamaisUtiliser(randint(1, 9) / 10 * randint(0, 1))\n partieDecimale2 = calculANePlusJamaisUtiliser(randint(1, 9) / 10 * randint(0, 1))\n partieDecimale3 = calculANePlusJamaisUtiliser(randint(1, 9) / 10 * randint(0, 1))\n } else {\n partieDecimale1 = 0\n partieDecimale2 = 0\n partieDecimale3 = 0\n }\n switch (listeTypeDeQuestions[i]) {\n case 1: // triangle quelconque par les longueurs sans conversion\n while (!triangleQuelconque.isTrueTriangleLongueurs()) {\n l1 = randint(longueurMin, longueurMax)\n l2 = randint(longueurMin, longueurMax, l1)\n l3 = randint(longueurMin, longueurMax, [l1, l2])\n triangleQuelconque.l1 = l1 + partieDecimale1\n triangleQuelconque.l2 = l2 + partieDecimale2\n triangleQuelconque.l3 = l3 + partieDecimale3\n }\n\n texte = `${triangleQuelconque.getNom()} is a triangle such that ${triangleQuelconque.getLongueurs()[0]} $= ${texNombre(triangleQuelconque.l1)}$ cm;`\n texte += `${triangleQuelconque.getLongueurs()[1]} $= ${texNombre(triangleQuelconque.l2)}$ cm and ${triangleQuelconque.getLongueurs()[2]} $= ${texNombre(triangleQuelconque.l3)}$ cm.`\n texteCorr = `The 3 sides of triangle ${triangleQuelconque.getNom()} are different and we have no information about the angles so ${triangleQuelconque.getNom()} is a triangle ${texteEnCouleurEtGras('any')}.`\n break\n case 2: // triangle quelconque par les angles\n while (!triangleQuelconque.isTrueTriangleAngles()) {\n a1 = randint(angleMin, angleMax)\n a2 = randint(angleMin, angleMax, a1)\n a3 = randint(angleMin, angleMax, [a1, a2])\n triangleQuelconque.a1 = a1\n triangleQuelconque.a2 = a2\n triangleQuelconque.a3 = a3\n }\n\n texte = `${triangleQuelconque.getNom()} is a triangle such that ${triangleQuelconque.getAngles()[0]} $= ${triangleQuelconque.a1}\\\\degree$;`\n texte += ` ${triangleQuelconque.getAngles()[1]} $= ${triangleQuelconque.a2}\\\\degree$ and ${triangleQuelconque.getAngles()[2]} $= ${triangleQuelconque.a3}\\\\degree$ .`\n texteCorr = `The 3 angles of triangle ${triangleQuelconque.getNom()} are different so ${triangleQuelconque.getNom()} is a triangle ${texteEnCouleurEtGras('any')}.`\n break\n\n case 3: // triangle isocèle sans conversion\n while (!triangleIsocele.isTrueTriangleLongueurs()) {\n l1 = randint(longueurMin, longueurMax)\n l2 = randint(longueurMin, longueurMax, l1)\n triangleIsocele.l1 = l1 + partieDecimale1\n triangleIsocele.l2 = l1 + partieDecimale1\n triangleIsocele.l3 = l2 + partieDecimale2\n }\n texte = `${triangleIsocele.getNom()} is a triangle such that ${triangleIsocele.getLongueurs()[0]} $= ${texNombre(triangleIsocele.l1)}$ cm;`\n texte += `${triangleIsocele.getLongueurs()[1]} $= ${texNombre(triangleIsocele.l2)}$ cm and ${triangleIsocele.getLongueurs()[2]} $= ${texNombre(triangleIsocele.l3)}$ cm.`\n texteCorr = `The lengths of the sides ${triangleIsocele.getCotes()[0]} and ${triangleIsocele.getCotes()[1]} of the triangle ${triangleIsocele.getNom()} are both $${texNombre(triangleIsocele.l1)}$ cm so ${triangleIsocele.getNom()} is a triangle ${texteEnCouleurEtGras('isosceles')} in ${triangleIsocele.getSommets()[1]}.`\n break\n case 4: // triangle isocèle avec conversion\n while (!triangleIsocele.isTrueTriangleLongueurs()) {\n l1 = randint(longueurMin, longueurMax)\n l2 = randint(longueurMin, longueurMax, l1)\n triangleIsocele.l1 = l1 + partieDecimale1\n triangleIsocele.l2 = l1 + partieDecimale1\n triangleIsocele.l3 = l2 + partieDecimale2\n }\n texte = `${triangleIsocele.getNom()} is a triangle such that ${triangleIsocele.getLongueurs()[0]} $= ${triangleIsocele.l1 * 10}$ mm;`\n texte += `${triangleIsocele.getLongueurs()[1]} $= ${texNombre(triangleIsocele.l2)}$ cm and ${triangleIsocele.getLongueurs()[2]} $= ${texNombre(triangleIsocele.l3)}$ cm.`\n texteCorr = `${triangleIsocele.getLongueurs()[0]} $= ${texNombre(triangleIsocele.l1 * 10)}$ mm $= ${texNombre(triangleIsocele.l1)}$ cm = ${triangleIsocele.getLongueurs()[1]}, ${triangleIsocele.getNom()} therefore has two equal sides, it is a triangle ${texteEnCouleurEtGras('isosceles')} in ${triangleIsocele.getSommets()[1]}.`\n break\n case 5: // triangle équilatéral sans conversion\n while (!triangleEquilateral.isTrueTriangleLongueurs()) {\n l1 = randint(longueurMin, longueurMax)\n triangleEquilateral.l1 = l1 + partieDecimale1\n triangleEquilateral.l2 = l1 + partieDecimale1\n triangleEquilateral.l3 = l1 + partieDecimale1\n }\n texte = `${triangleEquilateral.getNom()} is a triangle such that ${triangleEquilateral.getLongueurs()[0]} $= ${texNombre(triangleEquilateral.l1)}$ cm;`\n texte += `${triangleEquilateral.getLongueurs()[1]} $= ${texNombre(triangleEquilateral.l2)}$ cm and ${triangleEquilateral.getLongueurs()[2]} $= ${texNombre(triangleEquilateral.l3)}$ cm.`\n texteCorr = `The lengths of the three sides of the triangle ${triangleEquilateral.getNom()} are equal so it is a triangle ${texteEnCouleurEtGras('equilateral')}.`\n break\n case 6: // triangle équilatéral avec conversion\n while (!triangleEquilateral.isTrueTriangleLongueurs()) {\n l1 = randint(longueurMin, longueurMax)\n triangleEquilateral.l1 = l1 + partieDecimale1\n triangleEquilateral.l2 = l1 + partieDecimale1\n triangleEquilateral.l3 = l1 + partieDecimale1\n }\n texte = `${triangleEquilateral.getNom()} is a triangle such that ${triangleEquilateral.getLongueurs()[0]} $= ${texNombre(triangleEquilateral.l1)}$ cm;`\n texte += `${triangleEquilateral.getLongueurs()[1]} $= ${texNombre(triangleEquilateral.l2 * 10)}$ mm and ${triangleEquilateral.getLongueurs()[2]} $= ${texNombre(triangleEquilateral.l3 / 10)}$ dm.`\n texteCorr = `${triangleEquilateral.getLongueurs()[1]} $= ${texNombre(triangleEquilateral.l2 * 10)}$ mm $= ${triangleEquilateral.l2}$ cm.`\n texteCorr += `<br> ${triangleEquilateral.getLongueurs()[2]} $= ${texNombre(triangleEquilateral.l3 / 10)}$ dm $= ${texNombre(triangleEquilateral.l3)}$ cm.`\n texteCorr += `<br> ${triangleEquilateral.getLongueurs()[0]} $= ${texNombre(triangleEquilateral.l1)}$ cm.`\n texteCorr += `<br> The lengths of the three sides of the triangle ${triangleEquilateral.getNom()} are equal so it is a triangle ${texteEnCouleurEtGras('equilateral')}.`\n break\n case 7: // triangle rectangle pas de conversion nécessaire\n l1 = randint(longueurMin, longueurMax)\n triangleRectangle.l1 = l1 + partieDecimale1\n triangleRectangle.l2 = randint(longueurMin, longueurMax, l1) + partieDecimale2\n triangleRectangle.a1 = 90\n\n texte = `${triangleRectangle.getNom()} is a triangle such that ${triangleRectangle.getLongueurs()[0]} $= ${texNombre(triangleRectangle.l1)}$ cm;`\n texte += `${triangleRectangle.getLongueurs()[1]} $= ${texNombre(triangleRectangle.l2)}$ cm`\n texte += 'And'\n if (this.classe === 6) {\n texte += ` which has a right angle in ${triangleRectangle.getSommets()[1]}.`\n texteCorr = `The triangle ${triangleRectangle.getNom()} has a right angle in ${triangleRectangle.getSommets()[1]} so ${triangleRectangle.getNom()} is ${texteEnCouleurEtGras('rectangle')} in ${triangleRectangle.getSommets()[1]}.`\n } else {\n texte += `${triangleRectangle.getAngles()[0]} $= ${triangleRectangle.a1}\\\\degree$.`\n texteCorr = `The angle ${triangleRectangle.getAngles()[0]} of the triangle ${triangleRectangle.getNom()} is a right angle so ${triangleRectangle.getNom()} is ${texteEnCouleurEtGras('rectangle')} in ${triangleRectangle.getSommets()[1]}.`\n }\n\n break\n case 8: // triangle isocèle rectangle sans conversion\n l1 = randint(longueurMin, longueurMax)\n triangleIsoceleRectangle.l1 = l1 + partieDecimale1\n triangleIsoceleRectangle.l2 = triangleIsoceleRectangle.l1\n triangleIsoceleRectangle.a1 = 90\n\n texte = `${triangleIsoceleRectangle.getNom()} is a triangle such that ${triangleIsoceleRectangle.getLongueurs()[0]}$= ${texNombre(triangleIsoceleRectangle.l1)}$ cm;`\n texte += `${triangleIsoceleRectangle.getLongueurs()[1]} $= ${texNombre(triangleIsoceleRectangle.l2)}$ cm`\n texte += 'And'\n if (this.classe === 6) {\n texte += `which has a right angle in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr = `The triangle ${triangleIsoceleRectangle.getNom()} has a right angle in ${triangleIsoceleRectangle.getSommets()[1]} so ${triangleIsoceleRectangle.getNom()} is right angle in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> ${triangleIsoceleRectangle.getLongueurs()[0]} $=$ ${triangleIsoceleRectangle.getLongueurs()[1]} $= ${texNombre(triangleIsoceleRectangle.l1)}$ cm so ${triangleIsoceleRectangle.getNom()} is isosceles in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> The triangle ${triangleIsoceleRectangle.getNom()} is therefore ${texteEnCouleurEtGras('isosceles')} and ${texteEnCouleurEtGras('rectangle')} in ${triangleIsoceleRectangle.getSommets()[1]}.`\n } else {\n texte += `${triangleIsoceleRectangle.getAngles()[0]} $= ${triangleIsoceleRectangle.a1}\\\\degree$.`\n texteCorr = `The angle ${triangleIsoceleRectangle.getAngles()[0]} of the triangle ${triangleIsoceleRectangle.getNom()} is a right angle so ${triangleIsoceleRectangle.getNom()} is a rectangle in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> ${triangleIsoceleRectangle.getLongueurs()[0]} $=$ ${triangleIsoceleRectangle.getLongueurs()[1]} $= ${triangleIsoceleRectangle.l1}$ cm so ${triangleIsoceleRectangle.getNom()} is isosceles in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> The triangle ${triangleIsoceleRectangle.getNom()} is therefore ${texteEnCouleurEtGras('isosceles')} and ${texteEnCouleurEtGras('rectangle')} in ${triangleIsoceleRectangle.getSommets()[1]}.`\n }\n break\n case 9: // triangle isocèle rectangle avec conversion\n triangleIsoceleRectangle.l1 = randint(longueurMin, longueurMax) + partieDecimale1\n triangleIsoceleRectangle.l2 = triangleIsoceleRectangle.l1\n triangleIsoceleRectangle.a1 = 90\n\n texte = `${triangleIsoceleRectangle.getNom()} is a triangle such that ${triangleIsoceleRectangle.getLongueurs()[0]} $= ${texNombre(triangleIsoceleRectangle.l1 * 10)}$ mm;`\n texte += `${triangleIsoceleRectangle.getLongueurs()[1]} $= ${texNombre(triangleIsoceleRectangle.l2)}$ cm`\n texte += ' And'\n if (this.classe === 6) {\n texte += `which has a right angle in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr = `The triangle ${triangleIsoceleRectangle.getNom()} has a right angle in ${triangleIsoceleRectangle.getSommets()[1]} so ${triangleIsoceleRectangle.getNom()} is right angle in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> ${triangleIsoceleRectangle.getLongueurs()[0]} $= ${triangleIsoceleRectangle.l1 * 10}$ mm $= ${texNombre(triangleIsoceleRectangle.l1)}$ cm =${triangleIsoceleRectangle.getLongueurs()[1]} therefore ${triangleIsoceleRectangle.getNom()} is isosceles in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> The triangle ${triangleIsoceleRectangle.getNom()} is therefore ${texteEnCouleurEtGras('isosceles')} and ${texteEnCouleurEtGras('rectangle')} in ${triangleIsoceleRectangle.getSommets()[1]}.`\n } else {\n texte += `${triangleIsoceleRectangle.getAngles()[0]} $= ${triangleIsoceleRectangle.a1}\\\\degree$.`\n texteCorr = `The angle ${triangleIsoceleRectangle.getAngles()[0]} of the triangle ${triangleIsoceleRectangle.getNom()} is a right angle so ${triangleIsoceleRectangle.getNom()} is a rectangle in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> ${triangleIsoceleRectangle.getLongueurs()[0]} $= ${texNombre(triangleIsoceleRectangle.l1 * 10)}$ mm $= ${texNombre(triangleIsoceleRectangle.l1)}$ cm =${triangleIsoceleRectangle.getLongueurs()[1]} therefore ${triangleIsoceleRectangle.getNom()} is isosceles in ${triangleIsoceleRectangle.getSommets()[1]}.`\n texteCorr += `<br> The triangle ${triangleIsoceleRectangle.getNom()} is therefore ${texteEnCouleurEtGras('isosceles')} and ${texteEnCouleurEtGras('rectangle')} in ${triangleIsoceleRectangle.getSommets()[1]}.`\n }\n break\n case 10: // triangle isocèle par les angles\n a3 = -1\n while (a3 < 0) {\n triangleIsocele.a1 = randint(angleMin, angleMax)\n triangleIsocele.a2 = triangleIsocele.a1\n a3 = 180 - 2 * triangleIsocele.a1\n triangleIsocele.a3 = a3\n }\n texte = `${triangleIsocele.getNom()} is a triangle such that ${triangleIsocele.getAngles()[0]} $= ${triangleIsocele.a1}\\\\degree$;`\n texte += ` ${triangleIsocele.getAngles()[1]} $= ${triangleIsocele.a2}\\\\degree$ and ${triangleIsocele.getAngles()[2]} $= ${triangleIsocele.a3}\\\\degree$ .`\n texteCorr = `Triangle ${triangleIsocele.getNom()} has two equal angles, ${triangleIsocele.getAngles()[0]} = ${triangleIsocele.getAngles()[1]} $= ${triangleIsocele.a1}\\\\degree$ so ${triangleIsocele.getNom()} is a triangle ${texteEnCouleurEtGras('isosceles')} in ${triangleIsocele.getSommets()[0]}.`\n break\n case 11: // triangle équilatéral par les angles\n triangleEquilateral.a1 = 60\n triangleEquilateral.a2 = 60\n triangleEquilateral.a3 = 60\n\n texte = `${triangleEquilateral.getNom()} is a triangle such that ${triangleEquilateral.getAngles()[0]} $= ${triangleEquilateral.a1}\\\\degree$;`\n texte += ` ${triangleEquilateral.getAngles()[1]} $= ${triangleEquilateral.a2}\\\\degree$ and ${triangleEquilateral.getAngles()[2]} $= ${triangleEquilateral.a3}\\\\degree$.`\n texteCorr = `The triangle ${triangleEquilateral.getNom()} has three equal angles, ${triangleEquilateral.getAngles()[0]} = ${triangleEquilateral.getAngles()[1]} = ${triangleEquilateral.getAngles()[2]} $= ${triangleEquilateral.a1}\\\\degree$ so ${triangleEquilateral.getNom()} is a triangle ${texteEnCouleurEtGras('equilateral')}.`\n break\n }\n if (this.listeQuestions.indexOf(texte) === -1) {\n // If the question has never been asked, we create another one\n this.listeQuestions.push(texte)\n this.listeCorrections.push(texteCorr)\n i++\n }\n cpt++\n }\n listeQuestionsToContenu(this)\n }\n if (this.classe === 6) { this.besoinFormulaireNumerique = ['Difficulty level', 2, '1: Without length conversion\\n2: With length conversions'] }\n this.besoinFormulaire2CaseACocher = ['With decimals', 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