File: /home/mmtprep/public_html/mathzen.mmtprep.com/assets/geoCarre2-OOdPhaVv.js.map
{"version":3,"file":"geoCarre2-OOdPhaVv.js","sources":["../../src/exercices/geodyn/geoCarre2.ts"],"sourcesContent":["import Exercice from '../ExerciceTs'\nimport Figure from 'apigeom'\nimport figureApigeom from '../../lib/figureApigeom'\nimport { randint } from '../../modules/outils'\n\nexport const titre = 'Tracer un carré de dimension donnée'\nexport const dateDePublication = '10/11/2023'\nexport const interactifReady = true\nexport const interactifType = 'custom'\n\n/**\n * Tracer un carré\n * @author Rémi Angot\n * Références geoCarre2\n */\n\nexport const ref = 'carre2'\nexport const uuid = '01607'\n\nclass ConstructionCarre2 extends Exercice {\n // On déclare des propriétés supplémentaires pour cet exercice afin de pouvoir les réutiliser dans la correction\n figure!: Figure\n idApigeom!: string\n cote!: number\n constructor () {\n super()\n this.typeExercice = 'simple'\n this.nbQuestions = 1\n this.nbQuestionsModifiable = false\n this.reponse = ''\n this.formatChampTexte = 'none'\n this.exoCustomResultat = true\n }\n\n nouvelleVersion (): void {\n this.idApigeom = `apigeomEx${this.numeroExercice}F0`\n this.figure = new Figure({ xMin: 0, yMin: 0, width: 800, height: 500, border: true })\n this.figure.options.labelAutomaticBeginsWith = 'A'\n this.cote = randint(3, 10)\n\n const enonce = `Tracer un carré $ABCD$ de côté ${this.cote}.`\n this.figure.setToolbar({ tools: ['POINT', 'POINT_ON', 'POINT_INTERSECTION', 'SEGMENT', 'LINE_PERPENDICULAR', 'LINE_PARALLEL', 'POLYGON', 'CIRCLE_CENTER_POINT', 'CIRCLE_RADIUS', 'NAME_POINT', 'DRAG', 'HIDE', 'REMOVE', 'UNDO', 'REDO', 'SHAKE'], position: 'top' })\n const emplacementPourFigure = figureApigeom({ exercice: this, idApigeom: this.idApigeom, figure: this.figure })\n let texteCorr = 'Un carré est un quadrilatère qui a 4 angles droits et quatre côtés de même longueur.'\n texteCorr += '<br>On peut tracer un carré de différentes façons.'\n texteCorr += '<br>Dans cette animation, on va tracer un quadrilatère avec 3 angles droits et deux côtés consécutifs de même longueur mais on n\\'aurait pu aussi ne faire qu\\'un angle droit et tracer des côtés opposés parallèles.'\n const figureCorrection = createAnimationConstructionCarre(this.cote)\n const emplacementPourFigureCorrection = figureApigeom({ animation: true, exercice: this, idApigeom: `apigeomEx${this.numeroExercice}Correction`, figure: figureCorrection })\n this.question = enonce + emplacementPourFigure\n this.correction = texteCorr + emplacementPourFigureCorrection\n }\n\n correctionInteractive = () => {\n this.answers = {}\n // Sauvegarde de la réponse pour Capytale\n this.answers[this.idApigeom] = this.figure.json\n const resultat = []\n let feedback = ''\n // 1 point par angle droit + 1 point si tout est correct (on ne vérifie pas que le triangle est tracé)\n const divFeedback = document.querySelector(`#feedback${this.idApigeom}`) as HTMLDivElement\n const { isValid, message } = this.figure.checkAngle({ angle: 90, label1: 'A', label2: 'B', label3: 'C' })\n resultat.push(isValid ? 'OK' : 'KO')\n if (message !== '') { feedback += message + '<br>' }\n const { isValid: isValid2, message: message2 } = this.figure.checkAngle({ angle: 90, label1: 'B', label2: 'C', label3: 'D' })\n resultat.push(isValid2 ? 'OK' : 'KO')\n if (message2 !== '') { feedback += message2 + '<br>' }\n const { isValid: isValid3, message: message3 } = this.figure.checkAngle({ angle: 90, label1: 'C', label2: 'D', label3: 'A' })\n resultat.push(isValid3 ? 'OK' : 'KO')\n if (message3 !== '') { feedback += message3 + '<br>' }\n const { isValid: isValid4, message: message4 } = this.figure.checkDistance({ distance: this.cote, label1: 'A', label2: 'B' })\n resultat.push(isValid4 ? 'OK' : 'KO')\n if (message4 !== '') { feedback += message4 + '<br>' }\n const { isValid: isValid5, message: message5 } = this.figure.checkDistance({ distance: this.cote, label1: 'B', label2: 'C' })\n resultat.push(isValid5 ? 'OK' : 'KO')\n if (message5 !== '') { feedback += message5 + '<br>' }\n if (isValid && isValid2 && isValid3 && isValid4 && isValid5) {\n feedback += 'Le quadrilatère $ABCD$ a 3 angles droits et deux côtés consécutifs de même longueur donc c\\'est un carré.'\n feedback += '<br>Bravo !'\n }\n divFeedback.innerHTML = feedback\n this.figure.isDynamic = false\n this.figure.divButtons.style.display = 'none'\n this.figure.divUserMessage.style.display = 'none'\n this.figure.buttons.get('SHAKE')?.click()\n return resultat\n }\n}\n\nexport default ConstructionCarre2\n\nfunction createAnimationConstructionCarre (c: number) : Figure {\n const figure = new Figure({ xMin: 0, yMin: 0, width: 800, height: 500, border: true })\n figure.setToolbar({ position: 'top', tools: ['RESTART', 'PLAY_SKIP_BACK', 'PLAY', 'PLAY_SKIP_FORWARD', 'PAUSE'] })\n const description = figure.create('TextByPosition', { anchor: 'bottomLeft', backgroundColor: 'white', text: 'On peut commencer par tracer le côté $[AB]$.', x: 10, y: 15 })\n description.text += `<br>$AB=${c}$ donc le point $B$ est sur le cercle de centre $A$ et de rayon ${c}.`\n const A = figure.create('Point', { x: 3, y: 3, label: 'A' })\n const cA = figure.create('Circle', { center: A, radius: c })\n const B = figure.create('PointOnCircle', { circle: cA, angleWithHorizontal: 0.1, label: 'B' })\n const sAB = figure.create('Segment', { point1: A, point2: B })\n figure.saveState()\n description.text = 'On trace la droite perpendiculaire à $(AB)$ passant par $A$.'\n const dAD = figure.create('LinePerpendicular', { line: sAB, point: A })\n figure.saveState()\n description.text = `$AD=${c}$ donc le point $D$ est à l'intersection du cercle et de cette perpendiculaire.`\n const D = figure.create('PointIntersectionLC', { line: dAD, circle: cA, label: 'D' })\n figure.saveState()\n const dBC = figure.create('LinePerpendicular', { line: sAB, point: B })\n description.text = 'On peut tracer la perpendiculaire à $(AB)$ passant par le point $B$.'\n figure.saveState()\n description.text = 'On peut tracer la perpendiculaire à $(AD)$ passant par $D$ (ou la pralèlle à $(AB)$ passant par $D$).'\n const dCD = figure.create('LinePerpendicular', { line: dAD, point: D })\n figure.saveState()\n const C = figure.create('PointIntersectionLL', { line1: dBC, line2: dCD, label: 'C' })\n description.text = 'On place le point $C$ à l\\'intersection de ces deux dernières droites.'\n figure.saveState()\n description.text = 'On peut cacher le segment, le cercle et les droites.'\n sAB.hide()\n dBC.hide()\n dCD.hide()\n dAD.hide()\n cA.hide()\n figure.saveState()\n description.text = 'On peut tracer le quadrilatère $ABCD$. 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