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render = function render(){var _vm=this,_c=_vm._self._c;return _c('div',[_c('br'),_c('h5',[_vm._v(\"Problem Description\")]),_vm._m(0),_vm._m(1),_vm._m(2),_c('v-responsive',[_c('v-layout',{attrs:{\"justify-center\":\"\"}},[_c('div',{staticClass:\"edliy-box-about\",attrs:{\"id\":\"jxgbox1\"}})])],1),_c('br'),_c('h5',[_vm._v(\" Navigating through the MagicGraph \")]),_vm._m(3),_c('h5',[_vm._v(\" Marks & Indications \")]),_vm._m(4)],1)\n}\nvar staticRenderFns = [function (){var _vm=this,_c=_vm._self._c;return _c('p',{staticClass:\"big mt-2\"},[_vm._v(\"\\n    Basic Proportionality Theorem, which is also known as Thales theorem, states that —  a line that is parallel to one side of the triangle and intersects the other two sides at two distinct points divides these two sides in equal proportion.\\n    \"),_c('br'),_vm._v(\"\\n    In this MagicGraph, you are shown a triangle ABC. Line MN is parallel to\\n    side BC and intersects sides AB and AC of the triangle at points M and N, respectively.\\n    \"),_c('br'),_vm._v(\"\\n    Find the ratio in which point N divides side AC (in other words AN/CN).\\n  \")])\n},function (){var _vm=this,_c=_vm._self._c;return _c('div',{staticStyle:{\"text-align\":\"left\"}},[_c('h5',[_vm._v(\" MagicGraph | Basic Proportionality Theorem (or Thales Theorem) \")])])\n},function (){var _vm=this,_c=_vm._self._c;return _c('p',{staticClass:\"big mt-2\"},[_vm._v(\"\\n    Use the MagicGraph below to participate in the exercise and record your answers. Tap on \"),_c('i',{staticClass:\"redoer ma-1\"}),_vm._v(\" button to move over to the next question.\\n    Tap on \"),_c('i',{staticClass:\"tester ma-1\"}),_vm._v(\" button to check your answer.\\n    Tap on \"),_c('i',{staticClass:\"undoer ma-1\"}),_vm._v(\" button to start over from the begining.\\n    \"),_c('br')])\n},function (){var _vm=this,_c=_vm._self._c;return _c('p',{staticClass:\"big mt-2\"},[_c('i',{staticClass:\"redoer ma-1\"}),_vm._v(\" — is the 'Next' button. Tap on this button to move over to the next question. \"),_c('br'),_c('i',{staticClass:\"tester ma-1\"}),_vm._v(\" — is the 'Check Your Answer' button. Tap on this button to check your answer.\"),_c('br'),_c('i',{staticClass:\"logor ma-1\"}),_vm._v(\"—  is the 'Get a Hint' button. Tap on this button to receive a hint on how to solve this problem. \"),_c('br'),_c('i',{staticClass:\"undoer ma-1\"}),_vm._v(\" — is the 'Start Over' button. Tap on this button to start over the exercise from the begining.\\n  \")])\n},function (){var _vm=this,_c=_vm._self._c;return _c('p',{staticClass:\"big mt-2\"},[_vm._v(\"\\n    The marks and indications are located on the top-left corner of the MagicGraph, and show your attempt status. \"),_c('br'),_c('i',{staticClass:\"righter ma-1\"}),_vm._v(\" — the right checkmark indicates that your attempted response was correct. \"),_c('br'),_c('i',{staticClass:\"wrong ma-1\"}),_vm._v(\" — this crossmark indicates that your attempted response was incorrect. \"),_c('br'),_c('i',{staticClass:\"missed ma-1\"}),_vm._v(\" — this exclaimation mark indicates an unattempted (missed) response. \"),_c('br')])\n}]\n\nexport { render, staticRenderFns }","import {\r\n  makeResponsive,\r\n  placeTitle,\r\n  placeImage,\r\n  placeInput,\r\n  placeSlider,\r\n  hoverMe,\r\n  placeRec,\r\n  hiddenPt,\r\n  fixedPt,\r\n  clearInputFields,\r\n  dragMe,\r\n  placeArrow,\r\n  placeGravity,\r\n  placeText,\r\n  placeMiddleText,\r\n  placeLine,\r\n  placePoint,\r\n  placeGlider,\r\n  placeRuler,\r\n  placeLeftText,\r\n  placeCircle,\r\n  placeAngle,\r\n  placeDash,\r\n  placeLabel,\r\n  placeRightText,\r\n//placePoint(board, positionX, positionY, size, cols1, cols2)\r\n//placeDash(board, Pt1, Pt2, width, cols)\r\n  placeArc,\r\n  placeLogo,\r\n  placeErase,\r\n  placeShuffle,\r\n  placeTest,\r\n  placeSeg,\r\n  setConfig,\r\n  placeStat,\r\n  drawTriangle,\r\n  shuffle,\r\n  placeEraseLeft,\r\n  placeTapeHori,\r\n  placeTapeVert,\r\n  placeSq,\r\n  placeBoldText,\r\n  placeRedo,\r\n  placeUndo,\r\n  drawPoint,\r\n  drawTri,\r\n  setSize,\r\n  labelIt,\r\n  drawDash,\r\n  placeEggs,\r\n  drawLine,\r\n  setWidth,\r\n  drawIntersection,\r\n  drawPerpP,\r\n  drawAngle,\r\n  createSpace,\r\n  createAxes,\r\n  drawArc,\r\n  drawSegment\r\n} from '../Utils';\r\nconst Boxes = {\r\n    //JXG.Options.line.highlight=false;\r\n    box1: function () {\r\n    //Create the Board\r\n    var graph =createSpace(-3, 7, -2, 8);\r\n    //graph.suspendUpdate();\r\n    var ax =createAxes(graph);\r\n    ax[0].setAttribute({ticks:{visible:false}});\r\n    ax[1].setAttribute({ticks:{visible:false}});\r\n    // Layering\r\n    graph.options.axis.strokeWidth=0;\r\n    graph.options.layer['image']=17;\r\n    graph.options.layer['text']=19;\r\n    graph.options.layer['line']=16;\r\n    graph.options.layer['point']=17;\r\n    graph.options.layer['glider']=17;\r\n    graph.options.layer['angle']=18;\r\n    graph.options.board.minimizeReflow = 'none';\r\n    graph.options.point.showInfobox =false;\r\n    graph.options.line.highlight=false;\r\n    graph.options.image.highlight=false;\r\n    graph.options.text.highlight=false;\r\n    graph.options.polygon.highlight=false;\r\n//    graph.options.text.display='internal';\r\n    //Make the board responsive\r\n    makeResponsive(graph);\r\n    // Creat titleStyle\r\n    placeLogo(graph);\r\n    placeTitle(graph, 'Trigonometric Identities', '(Sum of Angles)');\r\n////////////////////////////////////////////////////////////////////////////////\r\n    var undo = placeUndo(graph, 'left');\r\n    hoverMe(graph, undo, 'Previous Step', 0, -5);\r\n    ////////////////////////////////////////////////////\r\n    var redo = placeRedo(graph);\r\n    hoverMe(graph, redo, 'Next Step', 0, -5);\r\n/////////////////////////////////////////////////////////////////////////////\r\n    var i = 0;\r\n    var eggs = placeEggs(graph);\r\n    eggs[0].setAttribute({visible:()=>i>=0});\r\n    ////////////////\r\n    eggs[1].setAttribute({visible:()=>i>=1});\r\n    ////////////////\r\n    eggs[2].setAttribute({visible:()=>i>=2});\r\n    //////\r\n    var size_arr = 0.07;\r\n\r\n    var tx1 = 2.5;\r\n    var ty1 = 5.5;\r\n    var ty2 = 4.5;\r\n    var maxSteps = 4;\r\n    ///////////////////////////All actions go here////////////////////////////////\r\n    ///////////////////////////////////////////////////////////////////////\r\n var Pt0 = drawPoint(graph, 0, 0);\r\n Pt0.setAttribute({fillColor:'white', strokeColor:'black', strokeWidth:3});\r\n setSize(graph, Pt0, 4);\r\n var Pt1 = drawPoint(graph, 4, 0);\r\n setSize(graph, Pt1, 0);\r\n var Pt2 = drawPoint(graph, 0, 4);\r\n setSize(graph, Pt2, 0);\r\n var c1 = drawArc(graph, Pt0, Pt1, Pt2);\r\n c1.setAttribute({strokeColor: '#5B43FF', strokeWidth: 4, dash:0});\r\n var PtA =graph.create('glider', [2.7, 1.5, c1], {face:'circle', strokeColor: 'black', strokeWidth:2.5, snapToPoints: false, attractorUnit: 'screen', attractorDistance: 20, size:5, name:'A', label:{fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald'}});\r\n\r\n var c2 = graph.create('arc', [Pt0, PtA, Pt1], {visible: false, strokeColor: 'red', strokeWidth: 4});\r\nvar PtB =graph.create('glider', [1.5, 2.8, c2], {face:'circle', strokeColor: 'black', strokeWidth:2.5, snapToPoints: false, attractorUnit: 'screen', attractorDistance: 20, size:5, name:'B', label:{fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald'}});\r\n\r\nvar PtD = drawPoint(graph, ()=>PtA.X(), 0);\r\nsetSize(graph, PtD, 0);\r\nvar PtE = drawPoint(graph, 0, ()=>PtB.Y());\r\nsetSize(graph, PtE, 0);\r\nvar seg = drawSegment(graph, Pt0, PtA);\r\n/////////////////////////////////////////////////////////////////////////\r\nvar PtF = graph.create('perpendicularpoint', [PtB, seg ],{face:'o' , name:'', size:3, strokeColor: 'black', fillColor: '#5B43FF', withLabel:true, fixed:true, visible:false, label:{offset: [-20, 0], fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald'}});\r\n///////////////////////////////////////////////////////////////////////\r\nvar ptG = graph.create('point', [function(){return PtF.X() }, 0 ],{face:'o' , name:'G', size:3, strokeColor: 'black', fillColor: '#5B43FF', withLabel:true, fixed:true, visible:false, label:{offset: [-5, -20], fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald'}});\r\n//////////////////////////////////////////////////////////////////////////////\r\nvar ptH = graph.create('point', [function(){return PtF.X() }, function(){return PtB.Y() } ],{face:'o' , name:'', size:3, strokeColor: 'black', fillColor: '#5B43FF', withLabel:true, fixed:true, visible:false, label:{offset: [-5, -20], fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald'}});\r\n//////////////////////////////////////////////////////////////////////////////\r\nvar pol_1 = graph.create('polygon', [Pt0, PtD, PtA], {visible: true, vertices:{visible:false, fixed:true}, borders:{visible:true, strokeColor: '#FF3B3B', strokeWidth: 4}, fillColor: '#FF3B3B', fillOpacity:0.2});\r\nvar pol_2 = graph.create('polygon', [Pt0, PtF, PtB], {visible: false, vertices:{visible:false, fixed:true}, borders:{visible:false, strokeColor: '#FF3B3B', strokeWidth: 4}, fillColor: '#FF3B3B', fillOpacity:0.2});\r\nvar pol_3 = graph.create('polygon', [Pt0, PtB, PtE], {visible: false, vertices:{visible:false, fixed:true}, borders:{visible:false, strokeColor: '#FF3B3B', strokeWidth: 4}, fillColor: '#FF3B3B', fillOpacity:0.2});\r\nvar pol_4 = graph.create('polygon', [Pt0, PtF, ptG], {visible: false, vertices:{visible:false, fixed:true}, borders:{visible:false, strokeColor: '#5B43FF', strokeWidth: 4}, fillColor: '#5B43FF', fillOpacity:0.2});\r\nvar pol_5 = graph.create('polygon', [PtF, PtB, ptH], {visible: false, vertices:{visible:false, fixed:true}, borders:{visible:false, strokeColor: '#5B43FF', strokeWidth: 4}, fillColor: '#5B43FF', fillOpacity:0.2});\r\n///////////////////////////////////////////////////////////////////////////\r\nvar alpha = graph.create('angle', [PtD, Pt0, PtA],{name:()=> 'α',  visible: true, radius: 0.1, strokeColor:'black', fillColor:'black', label: {color: 'black' ,offset: [0 , 0], fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald;'}});\r\n\r\nvar beta = graph.create('angle', [PtA, Pt0, PtB],{name:()=> 'β' ,  visible: false, radius: 0.1, strokeColor:'black', fillColor:'black', label: {color: 'black' ,offset: [0 , 0], fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald;'}});\r\n\r\nvar alpha2 = graph.create('angle', [ptH, PtF, PtB],{name:()=> 'α',  visible: false, radius: 0.1, strokeColor:'black', fillColor:'black', label: {color: 'black' ,offset: [-10 , 0], fontSize:function(){return 18*graph.canvasHeight/800}, cssStyle:'fontFamily:Oswald;'}});\r\n\r\n//Texts\r\nvar txt1_1 = graph.create('text', [function(){return PtA.X()/2}, -0.05,  'cosα'],{visible: true, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt2_1 = graph.create('text', [function(){return PtA.X()+ 0.03}, function(){return PtA.Y()/2},  'sinα'],{visible: true, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n\r\nvar txt1_2 = graph.create('text', [function(){return PtB.X() + (PtF.X() - PtB.X())/2 - 0.05 }, function(){return PtF.Y() +(PtB.Y() - PtF.Y())/2},  'sinβ'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}});\r\n////////////////////////////////////////////////////////////\r\nvar txt2_2 = graph.create('text', [function(){return PtF.X()/2 }, function(){return PtF.Y()/2 + 0.05},  'cosβ'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}});\r\n/////////////////////////////////////////////////////////\r\nvar txt1_3 = graph.create('text', [function(){return PtB.X()/2}, function(){return PtB.Y() + 0.05 },  'cos(α + β)'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt2_3 = graph.create('text', [-0.05, function(){return PtB.Y()/2 },  'sin(α + β)'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n\r\nvar txt1_4 = graph.create('text', [function(){return ptG.X()/2}, 0.05,  'cosα cosβ'],{visible: false, fixed: true, strokeColor: '#5B43FF', anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt2_4 = graph.create('text', [function(){return ptG.X()-0.05}, function(){return PtF.Y()/2},  'sinα cosβ'],{visible: false, fixed: true, strokeColor: '#5B43FF', anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n\r\nvar txt1_5 = graph.create('text', [function(){return PtF.X() + 0.05}, function(){return PtF.Y() + (ptH.Y() - PtF.Y())/2 },  'cosα sinβ'],{visible: false, fixed: true, strokeColor: '#5B43FF', anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt2_5 = graph.create('text', [function(){return PtB.X() + (ptH.X() - PtB.X())/2 + 0.05}, function(){return PtB.Y() + 0.05 },  'sinα sinβ'],{visible: false, fixed: true, strokeColor: '#5B43FF', anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n\r\nvar txt1_6 = graph.create('text', [tx1, ty1,  'sin(α + β)'],{visible: false, highlightStrokeColor: '#FF3B3B', fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt2_6 = graph.create('text', [tx1 + 1.125, ty1,  '='],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt3_6 = graph.create('text', [tx1 + 1.5, ty1,  'sinα cosβ'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\nvar txt4_6 = graph.create('text', [tx1 + 2., ty1,  '+'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}});\r\n/////////////////////////////////////////////////////////////\r\nvar txt5_6 = graph.create('text', [tx1 + 2.5, ty1,  'cosα sinβ'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n///////////////////////////////////////////////////\r\nvar txt6_6 = graph.create('text', [tx1, ty2,  'cos(α + β)'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}});\r\n/////////////////////////////////////////////\r\nvar txt7_6 = graph.create('text', [tx1 + 1.125, ty2,  '='],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}});\r\n////////////////////////////////////////////////////////////////\r\nvar txt8_6 = graph.create('text', [tx1 + 1.5, ty2,  'cosα cosβ'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}});\r\n/////////////////////////////////////////////////////////////////////\r\nvar txt9_6 = graph.create('text', [tx1 + 2.0, ty2,  '-'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n////////////////////////////////////////////////////////////////\r\nvar txt10_6 = graph.create('text', [tx1 + 2.5, ty2,  'sinα sinβ'],{visible: false, fixed: true, anchorX: 'middle', anchorY: 'middle', CssStyle:'fontFamily:Oswald',fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n//////////////////////////////////////////////////////\r\ntxt1_6.on('over', function () {\r\n    txt2_3.setAttribute({strokeColor: '#FF3B3B', fontSize:function(){return Math.round(16*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt1_6.on('out', function () {\r\n    txt2_3.setAttribute({strokeColor: 'black', fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt3_6.on('over', function () {\r\n    txt2_4.setAttribute({strokeColor: '#FF3B3B', fontSize:function(){return Math.round(16*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt3_6.on('out', function () {\r\n    txt2_4.setAttribute({strokeColor: '#5B43FF', fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt5_6.on('over', function () {\r\n    txt1_5.setAttribute({strokeColor: '#FF3B3B', fontSize:function(){return Math.round(16*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt5_6.on('out', function () {\r\n    txt1_5.setAttribute({strokeColor: '#5B43FF', fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt6_6.on('over', function () {\r\n    txt1_3.setAttribute({strokeColor: '#FF3B3B', fontSize:function(){return Math.round(16*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt6_6.on('out', function () {\r\n    txt1_3.setAttribute({strokeColor: 'black', fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt8_6.on('over', function () {\r\n    txt1_4.setAttribute({strokeColor: '#FF3B3B', fontSize:function(){return Math.round(16*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt8_6.on('out', function () {\r\n    txt1_4.setAttribute({strokeColor: '#5B43FF', fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt10_6.on('over', function () {\r\n    txt2_5.setAttribute({strokeColor: '#FF3B3B', fontSize:function(){return Math.round(16*graph.canvasWidth/500.)}},);\r\n});\r\n\r\ntxt10_6.on('out', function () {\r\n    txt2_5.setAttribute({strokeColor: '#5B43FF', fontSize:function(){return Math.round(14*graph.canvasWidth/500.)}},);\r\n});\r\n// Rotate text\r\nvar tRot1_1 = graph.create('transform', [90*Math.PI/180.0, function(){return PtA.X()+ 0.03}, function(){return PtA.Y()/2} ], {type:'rotate'});\r\ntRot1_1.bindTo(txt2_1);\r\n\r\nvar tRot1_2 = graph.create('transform', [alpha.Value() - 90*Math.PI/180.0, function(){return PtB.X() + (PtF.X() - PtB.X())/2 - 0.05 }, function(){return PtF.Y() +(PtB.Y() - PtF.Y())/2}], {type:'rotate'});\r\ntRot1_2.bindTo(txt1_2);\r\n\r\nvar tRot2_2 = graph.create('transform', [alpha.Value() , function(){return PtF.X()/2 }, function(){return PtF.Y()/2 + 0.05}], {type:'rotate'});\r\ntRot2_2.bindTo(txt2_2);\r\n\r\nvar tRot1_3 = graph.create('transform', [90*Math.PI/180.0, -0.05, function(){return PtB.Y()/2 } ], {type:'rotate'});\r\ntRot1_3.bindTo(txt2_3);\r\n\r\nvar tRot1_4 = graph.create('transform', [90*Math.PI/180.0,function(){return ptG.X()-0.05}, function(){return PtF.Y()/2}], {type:'rotate'});\r\ntRot1_4.bindTo(txt2_4);\r\n\r\nvar tRot1_5 = graph.create('transform', [90*Math.PI/180.0,function(){return PtF.X() + 0.05}, function(){return PtF.Y() + (ptH.Y() - PtF.Y())/2 }], {type:'rotate'});\r\ntRot1_5.bindTo(txt1_5);\r\n\r\n\r\nfunction updateSteps(){\r\n    eraseEverything();\r\n    if (i<=0){\r\n        pol_1.setAttribute({visible: true, borders:{visible:true}});\r\n        txt1_1.setAttribute({visible: true});\r\n        txt2_1.setAttribute({visible: true});\r\n    }\r\n    if(i==1){\r\n        pol_1.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_2.setAttribute({visible: true, borders:{visible:true}});\r\n        txt1_1.setAttribute({visible: true});\r\n        txt2_1.setAttribute({visible: true});\r\n        txt1_2.setAttribute({visible: true});\r\n        txt2_2.setAttribute({visible: true});\r\n        beta.setAttribute({visible: true});\r\n\r\n        /*\r\n        if(PtA.X() == PtB.X() || PtA.Y() == PtB.Y()){\r\n            pol_2.setAttribute({visible: false, borders:{visible:false}});\r\n        }\r\n        else{\r\n            pol_2.setAttribute({visible: true, borders:{visible:true}});\r\n\r\n        }\r\n        */\r\n    }\r\n    if(i==2){\r\n        pol_1.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_2.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_3.setAttribute({visible: true, borders:{visible:true}});\r\n        txt1_1.setAttribute({visible: true});\r\n        txt2_1.setAttribute({visible: true});\r\n        txt1_2.setAttribute({visible: true});\r\n        txt2_2.setAttribute({visible: true});\r\n        txt1_3.setAttribute({visible: true});\r\n        txt2_3.setAttribute({visible: true});\r\n        beta.setAttribute({visible: true});\r\n\r\n    }\r\n\r\n    if(i==3){\r\n        pol_1.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_2.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_3.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_4.setAttribute({visible: true, borders:{visible:true}});\r\n\r\n        txt1_1.setAttribute({visible: true});\r\n        txt2_1.setAttribute({visible: true});\r\n        txt1_2.setAttribute({visible: true});\r\n        txt2_2.setAttribute({visible: true});\r\n        txt1_3.setAttribute({visible: true});\r\n        txt2_3.setAttribute({visible: true});\r\n        txt1_4.setAttribute({visible: true});\r\n        txt2_4.setAttribute({visible: true});\r\n        beta.setAttribute({visible: true});\r\n\r\n    }\r\n\r\n    if(i==4){\r\n        pol_1.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_2.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_3.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_4.setAttribute({visible: true, borders:{visible:true}});\r\n        pol_5.setAttribute({visible: true, borders:{visible:true}});\r\n\r\n        txt1_1.setAttribute({visible: true});\r\n        txt2_1.setAttribute({visible: true});\r\n        txt1_2.setAttribute({visible: true});\r\n        txt2_2.setAttribute({visible: true});\r\n        txt1_3.setAttribute({visible: true});\r\n        txt2_3.setAttribute({visible: true});\r\n        txt1_4.setAttribute({visible: true});\r\n        txt2_4.setAttribute({visible: true});\r\n        txt1_5.setAttribute({visible: true});\r\n        txt2_5.setAttribute({visible: true});\r\n        beta.setAttribute({visible: true});\r\n        alpha2.setAttribute({visible: true});\r\n\r\n        txt1_6.setAttribute({visible: true});\r\n        txt2_6.setAttribute({visible: true});\r\n        txt3_6.setAttribute({visible: true});\r\n        txt4_6.setAttribute({visible: true});\r\n        txt5_6.setAttribute({visible: true});\r\n        txt6_6.setAttribute({visible: true});\r\n        txt7_6.setAttribute({visible: true});\r\n        txt8_6.setAttribute({visible: true});\r\n        txt9_6.setAttribute({visible: true});\r\n        txt10_6.setAttribute({visible: true});\r\n    }\r\n}\r\nfunction eraseEverything(){\r\n    pol_1.setAttribute({visible: false, borders:{visible:false}});\r\n    pol_2.setAttribute({visible: false, borders:{visible:false}});\r\n    pol_3.setAttribute({visible: false, borders:{visible:false}});\r\n    pol_4.setAttribute({visible: false, borders:{visible:false}});\r\n    pol_5.setAttribute({visible: false, borders:{visible:false}});\r\n\r\n    txt1_1.setAttribute({visible: false});\r\n    txt2_1.setAttribute({visible: false});\r\n    txt1_2.setAttribute({visible: false});\r\n    txt2_2.setAttribute({visible: false});\r\n    txt1_3.setAttribute({visible: false});\r\n    txt2_3.setAttribute({visible: false});\r\n    txt1_4.setAttribute({visible: false});\r\n    txt2_4.setAttribute({visible: false});\r\n    txt1_5.setAttribute({visible: false});\r\n    txt2_5.setAttribute({visible: false});\r\n    beta.setAttribute({visible: false});\r\n    alpha2.setAttribute({visible: false});\r\n\r\n    txt1_6.setAttribute({visible: false});\r\n    txt2_6.setAttribute({visible: false});\r\n    txt3_6.setAttribute({visible: false});\r\n    txt4_6.setAttribute({visible: false});\r\n    txt5_6.setAttribute({visible: false});\r\n    txt6_6.setAttribute({visible: false});\r\n    txt7_6.setAttribute({visible: false});\r\n    txt8_6.setAttribute({visible: false});\r\n    txt9_6.setAttribute({visible: false});\r\n    txt10_6.setAttribute({visible: false});\r\n}\r\nredo.on('down',function(){\r\n    i = i+1;\r\n    if (i > maxSteps){\r\n        i = maxSteps;\r\n    }\r\n    updateSteps();\r\n});\r\n\r\nundo.on('down',function(){\r\n    i=i-1;\r\n    if (i < 0){\r\n        i = 0;\r\n    }\r\n    eraseEverything();\r\n    updateSteps();\r\n});\r\n    //graph.unsuspendUpdate();\r\n                      },\r\n              }\r\nexport default Boxes;\r\n","<template>\r\n  <div>\r\n    <br>\r\n    <h5>Problem Description</h5>\r\n    <p class=\"big mt-2\">\n      Basic Proportionality Theorem, which is also known as Thales theorem, states that &mdash;  a line that is parallel to one side of the triangle and intersects the other two sides at two distinct points divides these two sides in equal proportion.\n      <br>\r\n      In this MagicGraph, you are shown a triangle ABC. Line MN is parallel to\r\n      side BC and intersects sides AB and AC of the triangle at points M and N, respectively.\r\n      <br>\r\n      Find the ratio in which point N divides side AC (in other words AN/CN).\r\n    </p>\r\n    <div style=\"text-align:left\">\r\n      <h5> MagicGraph | Basic Proportionality Theorem (or Thales Theorem) </h5>\r\n    </div>\r\n    <p class=\"big mt-2\">\r\n      Use the MagicGraph below to participate in the exercise and record your answers. Tap on <i class=\"redoer ma-1\" /> button to move over to the next question.\r\n      Tap on <i class=\"tester ma-1\" /> button to check your answer.\r\n      Tap on <i class=\"undoer ma-1\" /> button to start over from the begining.\r\n      <br>\r\n    </p>\r\n    <v-responsive>\r\n      <v-layout justify-center>\r\n        <div id=\"jxgbox1\" class=\"edliy-box-about\" />\r\n      </v-layout>\r\n    </v-responsive>\r\n    <br>\r\n    <h5> Navigating through the MagicGraph </h5>\r\n    <p class=\"big mt-2\">\r\n      <i class=\"redoer ma-1\" /> &mdash; is the 'Next' button. Tap on this button to move over to the next question. <br>\r\n      <i class=\"tester ma-1\" /> &mdash; is the 'Check Your Answer' button. Tap on this button to check your answer.<br>\r\n      <i class=\"logor ma-1\" />&mdash;  is the 'Get a Hint' button. Tap on this button to receive a hint on how to solve this problem. <br>\r\n      <i class=\"undoer ma-1\" /> &mdash; is the 'Start Over' button. Tap on this button to start over the exercise from the begining.\r\n    </p>\r\n    <h5> Marks & Indications </h5>\r\n    <p class=\"big mt-2\">\r\n      The marks and indications are located on the top-left corner of the MagicGraph, and show your attempt status. <br>\r\n      <i class=\"righter ma-1\" /> &mdash; the right checkmark indicates that your attempted response was correct. <br>\r\n      <i class=\"wrong ma-1\" /> &mdash; this crossmark indicates that your attempted response was incorrect. <br>\r\n      <i class=\"missed ma-1\" /> &mdash; this exclaimation mark indicates an unattempted (missed) response. <br>\r\n    </p>\r\n  </div>\r\n</template>\r\n<script>\r\nimport Boxes from './Boxes.js'\r\nexport default {\r\n  name: 'TheoremThales',\r\n  created: function () {\r\n    this.$store.commit('navigation/resetState');\r\n    let title = 'Thales Theorem';\r\n    this.$store.commit('navigation/changeTitle', title);\r\n  /* this.$store.commit('navigation/changeMenu', title);\r\n    let newTopics = [\r\n      {title: 'Probability', img:'/assets/number-1.svg', action: () => this.goto('intro')},\r\n      {title: 'Probability of an Event', img:'/assets/number-2.svg', action: () => this.goto('types')},\r\n      {title: 'MagicGraph',img:'/assets/touch.svg', action: () => this.goto('pg')},\r\n    ];\r\n    this.$store.commit('navigation/replaceTopics', newTopics);\r\n*/\r\n    let newshowhome = false;\r\n    this.$store.commit('navigation/toggleshowhome', newshowhome);\r\n    let newMath =true;\r\n    this.$store.commit('navigation/replaceMath', newMath);\r\n    let newLeftArrow =true;\r\n    this.$store.commit('navigation/replaceLeftArrow', newLeftArrow);\r\n    let newModule=true;\r\n    this.$store.commit('navigation/replaceModule', newModule);\r\n  },\r\n  mounted () {\r\n    MathJax.Hub.Queue([\"Typeset\", MathJax.Hub]);\r\n    Boxes.box1();\r\n  },\r\n  metaInfo() {\r\n  return{ title: 'Thales Theorem',\r\n          titleTemplate: '%s | Learn interactively',\r\n          meta: [\r\n                  {vmid: 'description', name: 'description', content: 'Learn interactively about Thales\\' theorem.'}\r\n                ]\r\n        }\r\n   },\r\n}\r\n</script>\r\n","import mod from \"-!../../../../../node_modules/cache-loader/dist/cjs.js??ref--12-0!../../../../../node_modules/thread-loader/dist/cjs.js!../../../../../node_modules/babel-loader/lib/index.js!../../../../../node_modules/cache-loader/dist/cjs.js??ref--0-0!../../../../../node_modules/vue-loader/lib/index.js??vue-loader-options!./Lesson.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../../../../node_modules/cache-loader/dist/cjs.js??ref--12-0!../../../../../node_modules/thread-loader/dist/cjs.js!../../../../../node_modules/babel-loader/lib/index.js!../../../../../node_modules/cache-loader/dist/cjs.js??ref--0-0!../../../../../node_modules/vue-loader/lib/index.js??vue-loader-options!./Lesson.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./Lesson.vue?vue&type=template&id=07507b5b&\"\nimport script from \"./Lesson.vue?vue&type=script&lang=js&\"\nexport * from \"./Lesson.vue?vue&type=script&lang=js&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../../../../node_modules/vue-loader/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n  script,\n  render,\n  staticRenderFns,\n  false,\n  null,\n  null,\n  null\n  \n)\n\nexport default component.exports"],"sourceRoot":""}