Update interactive graph question data from the latest snapshot

data/extract-graph-questions.sh

@@ -1,3 +1,4 @@
+#!/bin/bash
 # This script combs through Perseus JSON looking for questions that contain an
 # Interactive Graph or Grapher widget. It writes each such question to a
 # separate file in the `questions` directory. Each file is named after the

data/questions/00/05/accb521013c8.json

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+{"content":"**Mark the *absolute maximum* point of the graph.**\n\n[[☃ interactive-graph 1]]","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"height":425,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/1a31dd15da9da65b58c639b47ac27fbb442be65f","width":425},"correct":{"coords":[[-5,5]],"numPoints":"unlimited","type":"point"},"graph":{"numPoints":"unlimited","type":"point"},"gridStep":[1,1],"labels":["x","y"],"markings":"none","range":[[-8,8],[-8,8]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/1e/1dd9ba8dd57b.json

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+{"content":"[Q1] Graph the equation $y=x+1$.\n\n[[☃ interactive-graph 2]]\n\nHere is what it should look like:\n\n[[☃ interactive-graph 3]]","images":{},"widgets":{"interactive-graph 2":{"type":"interactive-graph","alignment":"default","static":false,"graded":true,"options":{"step":[1,1],"backgroundImage":{"url":null},"markings":"graph","labels":["x","y"],"showProtractor":false,"showTooltips":false,"range":[[-10,10],[-10,10]],"graph":{"type":"linear"},"correct":{"type":"linear","coords":null}},"version":{"major":0,"minor":0}},"interactive-graph 3":{"type":"interactive-graph","alignment":"default","static":false,"graded":true,"options":{"step":[1,1],"backgroundImage":{"url":null},"markings":"graph","labels":["x","y"],"showProtractor":false,"showTooltips":true,"range":[[-10,10],[-10,10]],"gridStep":[1,1],"snapStep":[0.5,0.5],"lockedFigures":[{"type":"line","kind":"line","points":[{"type":"point","coord":[0,1],"color":"grayH","filled":true},{"type":"point","coord":[2,3],"color":"grayH","filled":true}],"color":"grayH","lineStyle":"solid","showPoint1":false,"showPoint2":false}],"graph":{"type":"none"},"correct":{"type":"none","hasBeenInteractedWith":false,"range":[[-10,10],[-10,10]],"snapStep":[0.5,0.5]}},"version":{"major":0,"minor":0}}}}

data/questions/00/1f/4fb4014bc2d9.json

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+{"content":"crwdns3077946:0$100$crwdnd3077946:0{ m}crwdnd3077946:0{ m}crwdne3077946:0","images":{},"widgets":{"interactive-graph 1":{"graded":true,"options":{"backgroundImage":{"bottom":0,"height":400,"left":0,"scale":1,"url":"https://ka-perseus-graphie.s3.amazonaws.com/f59ba639613da0dbd8819cfb53bb15198420627e.png","width":400},"correct":{"coords":[[-1,-5],[-1,7],[-7,7],[-7,-5]],"match":"congruent","numSides":4,"showAngles":false,"showSides":true,"snapTo":"grid","type":"polygon"},"graph":{"numSides":4,"showAngles":false,"showSides":true,"snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["crwdns2648390:0crwdne2648390:0","crwdns3083011:0crwdne3083011:0"],"markings":"none","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[0.5,0.5],"step":[1,1]},"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/25/589e6ba8aab2.json

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+{"content":"\n\nThe following rule describes the relationship between $x$ and $y$.\n\n*Rule: Multiply $x$ by $4$ to get $y$.*\n\n**Complete the table for the given rule.**\n\n\n$x$ | $y$ \n:-: | :-: \n$0$ | [[☃ numeric-input 1]]\n$1$ | [[☃ numeric-input 2]]\n$2$ | [[☃ numeric-input 3]]\n\n\n**Next, plot the ordered pairs from the table $(x,y)$ on the graph below.**  \n\n[[☃ interactive-graph 2]]\n","images":{},"widgets":{"numeric-input 1":{"type":"numeric-input","alignment":"default","static":false,"graded":true,"options":{"static":false,"answers":[{"value":0,"status":"correct","message":"","simplify":"required","strict":false,"maxError":null}],"size":"normal","coefficient":false,"labelText":"","multipleNumberInput":false,"rightAlign":false},"version":{"major":0,"minor":0}},"numeric-input 2":{"type":"numeric-input","alignment":"default","static":false,"graded":true,"options":{"static":false,"answers":[{"value":4,"status":"correct","message":"","simplify":"required","strict":false,"maxError":null}],"size":"normal","coefficient":false,"labelText":"","multipleNumberInput":false,"rightAlign":false},"version":{"major":0,"minor":0}},"numeric-input 3":{"type":"numeric-input","alignment":"default","static":false,"graded":true,"options":{"static":false,"answers":[{"value":8,"status":"correct","message":"","simplify":"required","strict":false,"maxError":null}],"size":"normal","coefficient":false,"labelText":"","multipleNumberInput":false,"rightAlign":false},"version":{"major":0,"minor":0}},"interactive-graph 2":{"type":"interactive-graph","alignment":"default","static":false,"graded":true,"options":{"step":[1,1],"backgroundImage":{"url":null,"scale":1,"bottom":0,"left":0},"markings":"graph","labels":["x","y"],"showProtractor":false,"showRuler":false,"showTooltips":false,"rulerLabel":"","rulerTicks":10,"range":[[-1,11],[-1,11]],"gridStep":[1,1],"snapStep":[1,1],"graph":{"type":"point","numPoints":3},"correct":{"type":"point","coords":[[0,0],[1,4],[2,8]],"numPoints":3}},"version":{"major":0,"minor":0}}}}

data/questions/00/26/01e8a621e5c6.json

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+{"content":"crwdns3318334:0$hcrwdnd3318334:0$fcrwdne3318334:0","images":{"web+graphie://ka-perseus-graphie.s3.amazonaws.com/ec054de491d5cfb3ef71c06d34bf2fb7ca7feb86":{"height":425,"width":425}},"widgets":{"grapher 1":{"alignment":"default","graded":true,"options":{"availableTypes":["absolute_value"],"correct":{"asymptote":null,"coords":[[8,1],[7,3]],"type":"absolute_value"},"graph":{"backgroundImage":{"height":400,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/6fb60e5bad041fe69d3485d52b87030ddcc17ac8","width":400},"editableSettings":["graph","snap","image"],"gridStep":[1,1],"labels":["crwdns2648390:0crwdne2648390:0","crwdns3083011:0crwdne3083011:0"],"markings":"none","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[1,1],"step":[1,1],"valid":true}},"static":false,"type":"grapher","version":{"major":0,"minor":0}}}}

data/questions/00/26/b22b903a057c.json

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+{"content":"**Mark the *absolute minimum* point of the graph.**\n\n[[☃ interactive-graph 1]]","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"height":425,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/99ba964d9ad2c743fd19a62ae756043536593be5","width":425},"correct":{"coords":[[7,-5]],"numPoints":"unlimited","type":"point"},"graph":{"numPoints":"unlimited","type":"point"},"gridStep":[1,1],"labels":["x","y"],"markings":"none","range":[[-8,8],[-8,8]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/3c/b2975fa9e924.json

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+{"content":"In the coordinate plane below, the $x$-axis represents the number of hours before or after noon.   For example, $-1$ would represent $11 \\text{ a.m.}$ The $y$-axis represents the temperature in degrees Celsius. The points $(-1, 6)$ and $(7,6)$ represent two temperatures at different times of the day.\n\n**Plot the points on the coordinate plane.**\n\n[[☃ interactive-graph 1]]\n\n**How many hours pass between the two temperatures shown?**  \n\n[[☃ input-number 1]] hours\n\n\n","images":{"web+graphie://ka-perseus-graphie.s3.amazonaws.com/858be855cb97f24cc99b0185e6a6105d7199f5dc":{"height":425,"width":440}},"widgets":{"input-number 1":{"alignment":"default","graded":true,"options":{"answerType":"number","inexact":false,"maxError":0.1,"simplify":"required","size":"small","value":8},"static":false,"type":"input-number","version":{"major":0,"minor":0}},"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"left":0,"scale":1,"url":null},"correct":{"coords":[[-1,6],[7,6]],"numPoints":2,"type":"point"},"graph":{"numPoints":2,"type":"point"},"gridStep":[1,1],"labels":["x (\\text{hours})","y (^\\circ\\text{C})"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[0.5,0.5],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/49/da1f984b0087.json

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+{"content":"**Draw the image of $\\triangle ABC$ under a dilation whose center is $P$ and scale factor is $3$.**\n  \n[[☃ interactive-graph 1]]","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"height":400,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/292e6fee8cab4f5eba2566d9c8c56dbf4ac0896b","width":400},"correct":{"coords":[[-7,-5],[5,-2],[-4,4]],"numSides":3,"showAngles":false,"showSides":true,"snapTo":"grid","type":"polygon"},"graph":{"numSides":3,"showAngles":false,"showSides":true,"snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["x","y"],"markings":"none","range":[[-8,8],[-8,8]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/4b/f936af2955fb.json

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+{"content":"**What is the area of the blue rectangle at the top of the grid?**  \n\n[[☃ numeric-input 1]] square units\n\n**Move the corners of the other figure to make a rectangle with the *same area* but with no side lengths the same as those of the given rectangle.**\n\n[[☃ interactive-graph 1]]","images":{"https://ka-perseus-images.s3.amazonaws.com/b5eb8b20bb2b5ac52b7983c6b98de09cec313259.png":{"height":439,"width":414},"https://ka-perseus-images.s3.amazonaws.com/b5fe23f5789b0548ba46d866972fb31eb6ffbb55.png":{"height":356,"width":490},"https://ka-perseus-images.s3.amazonaws.com/df0f7d2ca0d0355d83299fad91251c546cf0b398.png":{"height":487,"width":546}},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"height":400,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/6706a006f4f7987bbbc55a793202e422dd097fcc","width":400},"correct":{"coords":[[3,-1],[3,0],[-3,0],[-3,-1]],"match":"congruent","numSides":4,"showAngles":false,"showSides":false,"snapTo":"grid","type":"polygon"},"graph":{"numSides":4,"showAngles":false,"showSides":false,"snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["ẍẋ","ý"],"markings":"grid","range":[[-5,5],[-5,5]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}},"numeric-input 1":{"alignment":"default","graded":true,"options":{"answers":[{"maxError":null,"message":"","simplify":"required","status":"correct","strict":false,"value":6}],"coefficient":false,"labelText":"","multipleNumberInput":false,"rightAlign":false,"size":"normal","static":false},"static":false,"type":"numeric-input","version":{"major":0,"minor":0}}}}

data/questions/00/54/6dc68d808c57.json

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+{"content":"crwdns3897491:0crwdne3897491:0","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"height":425,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/189b44a485844e57a098744db13741694173ac16","width":425},"correct":{"coords":[[-3,5]],"numPoints":"unlimited","type":"point"},"graph":{"numPoints":"unlimited","type":"point"},"gridStep":[1,1],"labels":["crwdns2648390:0crwdne2648390:0","crwdns3083011:0crwdne3083011:0"],"markings":"none","range":[[-8,8],[-8,8]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/80/f03b830837b4.json

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+{"content":"$\\triangle{ENT}$ is rotated $-360^\\circ$ about the point $(1,-5)$.  \n\n**Draw the image of this rotation using the interactive graph.**\n\n*The direction of a rotation by a positive angle is counter-clockwise.* \n\n[[☃ interactive-graph 4]]\n\n","images":{},"widgets":{"interactive-graph 1":{"graded":true,"options":{"backgroundImage":{"bottom":0,"height":400,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/7d06533a1fe17171981cdb7412fc3921e0d53a2f","width":400},"correct":{"coords":[[-2,5],[-3,8],[3,8]],"numSides":"unlimited","snapTo":"grid","type":"polygon"},"graph":{"numSides":"unlimited","snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["x","y"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[0.5,0.5],"step":[1,1]},"type":"interactive-graph","version":{"major":0,"minor":0}},"interactive-graph 2":{"graded":true,"options":{"backgroundImage":{"bottom":0,"height":400,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/53e7056023c6591bc51cc08c995cef91e686e765","width":400},"correct":{"coords":[[[2,-1],[4,6]]],"type":"segment"},"graph":{"type":"segment"},"gridStep":[1,1],"labels":["x","y"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[0.5,0.5],"step":[1,1]},"type":"interactive-graph","version":{"major":0,"minor":0}},"interactive-graph 3":{"graded":true,"options":{"backgroundImage":{"bottom":0,"height":400,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/835ba3ce0de18a5c2226ea87075026dab236a6b3","width":400},"correct":{"coords":[[-8,-1],[-5,0],[0,-1],[-5,-2]],"numSides":"unlimited","snapTo":"grid","type":"polygon"},"graph":{"numSides":"unlimited","snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["x","y"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[0.5,0.5],"step":[1,1]},"type":"interactive-graph","version":{"major":0,"minor":0}},"interactive-graph 4":{"graded":true,"options":{"backgroundImage":{"bottom":0,"height":425,"left":0,"scale":1,"url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/6f77ec93b66fcaf8c8a4075be81d88e85caead7c","width":425},"correct":{"coords":[[-4,-4],[-2,2],[3,1]],"numSides":"unlimited","snapTo":"grid","type":"polygon"},"graph":{"numSides":"unlimited","snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["□","□"],"markings":"none","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[0.5,0.5],"step":[1,1]},"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/87/2199179ce067.json

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+{"content":"Each small square on the grid has an area of $1$ square unit.\n\n**Move the corners of the figure around to make a square with an area of $9$ square units.**\n[[☃ interactive-graph 1]]","images":{"https://ka-perseus-images.s3.amazonaws.com/b5eb8b20bb2b5ac52b7983c6b98de09cec313259.png":{"height":439,"width":414},"https://ka-perseus-images.s3.amazonaws.com/b5fe23f5789b0548ba46d866972fb31eb6ffbb55.png":{"height":356,"width":490},"https://ka-perseus-images.s3.amazonaws.com/df0f7d2ca0d0355d83299fad91251c546cf0b398.png":{"height":487,"width":546}},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"url":""},"correct":{"coords":[[0,-1],[0,2],[-3,2],[-3,-1]],"match":"congruent","numSides":4,"showAngles":false,"showSides":false,"snapTo":"grid","type":"polygon"},"graph":{"numSides":4,"showAngles":false,"showSides":false,"snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["□","□"],"markings":"grid","range":[[-4,4],[-4,4]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/8d/d6da694b3764.json

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+{"content":"**Use the interactive graph below to sketch a graph of $y= -2\\cdot \\left(\\dfrac13\\right)^{x+1}+7$.**\n\n[[☃ grapher 1]]","images":{},"widgets":{"grapher 1":{"alignment":"default","graded":true,"options":{"availableTypes":["exponential"],"correct":{"asymptote":[[-10,7],[10,7]],"coords":[[-2,1],[-1,5]],"type":"exponential"},"graph":{"backgroundImage":{"url":null},"labels":["x","y"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"step":[1,1],"valid":true}},"static":false,"type":"grapher","version":{"major":0,"minor":0}}}}

data/questions/00/97/cac45c9981db.json

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+{"content":"**Plot the point $(6,0)$.**\n\n[[☃ interactive-graph 1]]","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"left":0,"scale":1,"url":""},"correct":{"coords":[[6,0]],"numPoints":1,"type":"point"},"graph":{"numPoints":1,"type":"point"},"gridStep":[1,1],"labels":["ẍẋ","ý"],"markings":"graph","range":[[-1,10],[-1,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[1,1],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/a6/ab8be48cd489.json

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+{"content":"**Click on the graph below to draw a right triangle with a right angle at $(-5,0)$, another vertex at $(-5,7)$, and a base that is on the $x$-axis and $3$ units longer than its height.**  \n\n[[☃ interactive-graph 1]]","images":{},"widgets":{"interactive-graph 1":{"graded":true,"options":{"backgroundImage":{"bottom":0,"height":0,"left":0,"scale":1,"url":"","width":0},"correct":{"coords":[[-5,7],[-5,0],[5,0]],"numSides":"unlimited","showSides":true,"snapTo":"grid","type":"polygon"},"graph":{"numSides":"unlimited","showSides":true,"snapTo":"grid","type":"polygon"},"gridStep":[1,1],"labels":["□","□"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"snapStep":[1,1],"step":[1,1]},"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/c6/9e7c492009d1.json

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+{"content":"see that \\small issue in the editor? Note: if you set the widget into points mode (bottom dropdown), the user is unable to select the number of points.\n\n[[☃ interactive-graph 1]]","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"url":null},"correct":{"type":"point"},"graph":{"type":"point"},"labels":["x","y"],"markings":"graph","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}

data/questions/00/d6/916fe40b9a89.json

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+{"content":"Any pair of points can be connected by a line.\n\n**Connect the pair of black points that makes a line parallel to the dashed line segment.**\n\n[[☃ interactive-graph 1]]\n\n","images":{},"widgets":{"interactive-graph 1":{"alignment":"default","graded":true,"options":{"backgroundImage":{"bottom":0,"height":400,"left":0,"scale":"1","url":"web+graphie://ka-perseus-graphie.s3.amazonaws.com/e0d5303a6887f5c393fdb13c47d2916e1bdd92e5","width":400},"correct":{"coords":[[2,8],[8,2]],"type":"linear"},"graph":{"type":"linear"},"gridStep":[1,1],"labels":["ẍẋ","ý"],"markings":"none","range":[[-10,10],[-10,10]],"rulerLabel":"","rulerTicks":10,"showProtractor":false,"showRuler":false,"showTooltips":false,"snapStep":[0.5,0.5],"step":[1,1]},"static":false,"type":"interactive-graph","version":{"major":0,"minor":0}}}}