Statistics, NAPX-J2-04
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
Variant 0
DifficultyLevel
328
Question
Four friends were asked what pets they owned.
|
dog |
cat |
horse |
goldfish |
budgie |
turtle |
Chandler |
✓ |
✓ |
✓ |
✓ |
|
|
Ross |
✓ |
✓ |
✓ |
|
|
|
Phoebe |
✓ |
|
|
✓ |
✓ |
✓ |
Monica |
|
✓ |
|
✓ |
✓ |
|
Who had both a cat and a budgie as pets?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four friends were asked what pets they owned.
>>| | dog | cat | horse | goldfish | budgie|turtle|
|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| Chandler | $\checkmark$| $\checkmark$|$\checkmark$|$\checkmark$|||
| Ross | $\checkmark$| $\checkmark$|$\checkmark$||||
| Phoebe | $\checkmark$| ||$\checkmark$|$\checkmark$|$\checkmark$|
| Monica | | $\checkmark$||$\checkmark$|$\checkmark$||
Who had both a cat and a budgie as pets?
|
workedSolution | |
correctAnswer | |
Answers
U2FsdGVkX19vfIOY7LdZ/Qe4l9nLNMoNwtvKOMq9OPb7I0+nEINapkzO8wXwl2gCd79bYq6HQ9ihzZFTA4StHP1z5g5pBy8H0iaVDnHgJYivvvk/6aoVWUNpKiOvBiYXBGKNvH14zF6COnDNb7/nrU7fmKgrsQyMyW60sjNMGI/8MycAoQvKrChV0Wwbx3Gv4x423q9yIXg0rZOPFWihzCXJB2LIGYVI8A3PzZom7rfptjVZdIAXOlohKVy7bxysJQLKgnaR2jE4/3Z0qS6qkAoUithF2UNgw9jEsgKRRdOFajo9QE4sXU9encWr8rLzrSgoSuGo7ntQReExeQfZI8i4TFLt2Grlk2k4fPy0cIUJvPfDH7L/9Du+awvE2FIBdRThOesepch5rw7rjVvtAHMaBGgrPN5nnDJ5c1ox7RyxbX20s9PcJWtNphYRXl8TD+vIdoQw+5hXWBW8K5eB45Zs59XyJ1R7Cc+YebUWgePEus/IAxOJXkfu3BCV7OnIS+z/CpW6P4wIvT8oZxTMDVYzTmFFy4uwMXuJoqjAgSGhUtWvD7gdIEGNTHWaXVUZGFKy7DZENMUoZM/8FA6KIfspxEO9Bh3RxgUyKldNTztvc3yW1VdFGBWBBXh5ed1Ht4xgpKu74rkV9VHEJfzciAK3zSqAr8aWHtQZ8+tSfG6SP3xNy7FY5jHGHMC0IQ5Gdk9L7djqNihvtaLe1TKqgsaTbnD9XRW8TPhgyHhgI9J+XlAOMpV4LVho8zAaeG/z5tgAE0A6yHiIae13gB/59Y8YtQJRRoUx6Cxvag1yfMcoaMQI+mxReulgf8J6H4+rnSQjOGPT4c/FkUs1UTiWOtGU2cni9L4okcswSNpl8vWlIKAswc/TBFAqwFnearQoWvyMnLC0T/2HlDG67Y6ttiPPEJTpBBajmPuueuOWO3CdwYff04XFGxN2rh9YGpJjJQij5rAsDztDCztvHyinq2iFC7udy0Hxa1Z6mrLzIDmjWxJ/QDUvXcSFZDaeYHobmPVlBuXJzYs7UpZ9LxMa2Cf8p8bBWkSqdV7o7HrGzwqPBdkTD9HbK3thlMCkOAJXerbuFB5IxibfQcm4i/zBkUJQsJ6aALDho52bXDZqWb3iv6OkXcpp9uRkv5KxG7ceU5Iaht1BleqZwYLke7wcaDjrN42KUrffxhdqb2cfh0SgNwT1lxduUNxGxHAqU9gMNskRhPyBTNFoatgzEAtNTWEnLwYH7XHlm7960iur/4afZ/lSRUM4Y1wucYOS2C+JSTx93VnwvK5EK3UxaTSV6PCp1E90T1wyFwwR1H08Pq0XoZFTNSdnaL6m4lFDasZgRSPHX+vEZw24kLPYzxzQ3nDGFM3KdodAUtwOldCrrrvLC8VPwTRvvVgLkyBdkHCmeARuxWHRUskNsMlzxNXZrsM9zhmmleinI1dJPu1Fb/jXT3FuhGOTdO8JzQoL4ZyqiLgYiSS5cOB/JX4sGIdolX1TOWjWAj/0w9bFyWDFBa/JT6pOoAI/05uGq5f5xLFKmjTuhfKyoXGEqtZfXTPVA9vlBYHX9JPfYVfAY3zAAyKhbQ7lA2jYo/9enn+kieLfY1m5l9bLZTu4963FCjKwPbhPkD5PGwW1JwXclWCdzGxDETvEyBE/wFHantp15vpiv4i7amOiw+AmeUL0UI7tAdXcNx6UVeiiiGCwQWSIOrusdfzPM2tYb6hOMsR8Z/EO5vLO9DZrbhdVtF5Z4XH979hWFkSH1X8712mB5FOHvTISRBMxM+CKPpzd+0CdX4fZoyF8UAFEekP4krBgb1SAMlijZrXnOouj0OLleyuHkUq/oPIq0Ow9JGKjtJfhd+XoQVndMV6dk8iZJSqTFqZ/5aSoHS739JbMA5XRZHvOw6yTU7e6uUsZuVlo2vto4CS5QVWUffpipSAAp/HYsniLhd4ik/Bwak5dpxG1INu/zbhn0lC3Y6HBMpw4t9pxKhTV+124icP07W3n7j8qasHyoyEQXzWgWBIGRWtdK4dJK2WGv8tQmbTeT4NnMJRdtmmVgidkr1gaxoLfaUecEAeUIfA3cI3Iv4rW1vuPRpssnSDw2Pxy71xYTLz2tPMxPkjvRxuUGKAZPkcXtNO/zS4hVrr4kYvHnQbVk8OxAmFC6fIYqU1rxnufuQ9uACu35nMosNX2s62gCw2jE400O6rEbJisGvEfBzU0muj714gubp5FViXjUPZ+2dtp+Gg6pVtIilVPHPFDZaIXpzhAsKyvy9CM2kChWCOET4MApRev5T0Tp1DZ+Rakfkb29F1g6tHK3fxcTnhSTGzH6P7SlI4Sg0yzWe5vaziVOLMU8rpYVwjRoXUve62qJA1i/eMGGlerMc2XvNkNShXyho27QFXEpO2bLFr6LFwKwnzXoWNWowkXeomqasCKlFbEXXXN8coa1pxXNTCCUhAZ1mH5ICYqp5TmMPNietTrENPRMZ0dol9wid2cYeveCPaEs3TnSgfOIxXYTr+L3xnjkC5C6a2HnpL+sqOn58JYN6TH0PdoSgKrznp8pVT50zPf/0k44e1VXtAewx4VqDi3Qrs67uqwyW00XDEcyGPygcyCC99yavmUaf/6olZaziYkkot0U274bIpxfEkJk3mj9ZJsQ393RakdOpDOHUYyNL4GdaLNOYWFXgB4E836pvS3zIaNdkjkmN8A3FTxnb8p6+3zqYzt6jvk+NeNjp2joNHBBIiiI8hrXrC85bPXG9Aa4RqXHiuVey2PruIT0m/l5kCj4uDKzUKt3TGEPsKUi8/S9Vd/4be+tUcDqcoIq0m8ftoN5GDTxKdBFGd24oFdZGW2vsNaeyhUKroXykQiqJfJycpgwZP+3jos3PpEg1DFEqmdM+OKfx5u9YiggTev8kxGpOsKd57NrVXY0xQW7tVtCdumQSguw3lwAcKaNKvnfX0J/6eqDNOaiGhhyfhZ4ciFV12FxIe7yVbQYTeSOB84FCr+g8TMoPCVw2Ow+NhzojzCxQY/XLUsz4OmD6wQ4kBmXjULjQMPJ/qqWptiUEnZqUkkdNoSAXN8bKMmVcqu85Syp5UEv9DXm2vCRVDLVgDDDxSWbcPXcziSB2wyn/oROXPCKePzQxQOTNtckA+Z4aPz0ZdVYT7EthKVfvONEePNx85XvXmWqaBac+yYFLNftF3y6JOoYFt3S0k65fbfJfTCYT4PYtPeMW+m2IJqYpzSTaxSR10GH1zhpV4fD75MWI2WAGq3i8cK606uT7SqWxg4xOzM7m3HRf5Nx6b+MNW9MvUHsb9TVSdea45v/IWrlpWUuMVAx7QvA+7IIRJdA9B7s0pJp431kuNrsTaVhOq6o3OpqiPU/9uwM+VWMov39IYj/zuK2+cBdHgflpU4XgRH5pzE/VEU+UrqYjMM7ukQUvg/6LMidnuGKna5JuYxQ9m/X2ba1p/W9MIsEVoxiqBZ5CtbohW4O3/OBe8GcuRqw9ERFvMMSHM1SnIXcu9YHdqndZ91HW0TSfdIlfKLz4r4nm4xrE4BTnTzx80bnWAHaKpGebdCfmvQ8f3JR3jA9+PDW3lJTR/Hcsxav0PfleBjKU1lIrT3obO9sg9GpJ6US+e8cSF7liBsWDcg5cdKhnhcTwqf9I1i24Bb69QirR7lg3O/uFpoTFt/h10eeKgAPlditoaM7p9plkOti41UWKXu1zunRa4MD21JVgS9UexCwJqB4TI+kjfZbI6RE/tkGlJ1lHZAaWTCOsKy770R9PdmagcCwNbF9D56ri29115JeiJ4g4dNeUE/wFqrRyUnikZ3FraR+rVF5M4nr/T5mAXkH6AmbPsS/KIO1uybVJcJh9mAGOLhM39/QjrI+jGFwKhmCzMuhu8swqmrCZxV8OOUOVfzronLMpVR+ZlELeDmkb7HpQiRPdRVPAQJanowoyxfmrD7vayjMam3Rc6GsEReWOEMLqmPMZWNprARhHrO6fro9899D1SXtrettIwtPwstSvR/zpaSXjrz8YDK14gg8XeEsj0X10A47RyZeabih7XoHB/AQQKlraJIxvlAR3koRwdqxzYqRIGE/wZ8yL4p3aJ1q4oFJCznjPvwUkHYMHQVDb/WGTyYhKehkrAvSn42asCFg6XVBcpLtgMWbeGOcwwa3LwP7i18+KvrV97iPCJNQLLGFdWz6GWCQAcq4ynMoldy9MGehHTjjXHTcFZ7kJOAfelTHRLfOfN4ArYlFA0SExnIDOjNejEWmggdpn+rxkEhPSHxsvVJy/lc9FSLmdmM/oVVuO0Lv8PB5iVCrsD3YSHoHIs8wC5I1OciAOjqnpTOom55MKLLayfU8nZrilTMfKJ40tFve1Pzn4lspemO/LO/l5oJTHcvS4kgVgWMsJEfGVvtdwIA3Xz5uYc34iQKYUXDniYi68tVfQehoc4XPGt2Wqln1ZFGP5R+YDvTyxbXZwf2HRs6uNaXJuzFFwGFwC3F50Z4Od94CQpbltISI1JLhJNa+fOq29HkMfdayOWoyYW+H+7rZ+TPv4Nije47bc4ZcVv/9DOdT3TfyIfnGXq1mZ/kvmW8HXwyz7aUsB3WIAAibBcpOGKlOz9c/lKhlxUEwsvnKJkIWisgtXgq6+zrPeMf9OuDNVNd1onueQYyHCp99OhYi6HC6QvkR3JqTEXfU1ZoWUbRdkSJIrlmr7vHIoHwoxpADpswG3Qz0d8oFHrzkm5j5umlwMPQ8w5821wJoCiA6rBevV+T0LZUPeoP3l7aezGIulFR5UR9xGOWQBnMqUtr0ds3Je9ZL3QuG37DQM93dCgnsl9BuiL6yrhbVVyfMaUoBzQxe4WEzawzRTKczm28sFyAEKZV7ZKxzjuJO/yXF+0y7YXOIHemeIIbPcRgs+jn3ZfSqGBueCW2+rhO47kGUgCDhDrAtQujYuevFVhD7QxNakRtIsyI2f4bm3AFOW1O86cBMytHnOHkDDEIkAtYHtwTXR98ljPIibuuMJgZJzxo9pjM+tkg6LQU9w4dqIKe1ZxnzaqWiXP0eLjo7NrB883kvhZfzDd3vM6TO4TyX/gU3b6KHjeMW9e9TvHES/u45Cb+GjVIYKOdiHWkopzdBjTthtrlTITSNbs4eBapQYl4H7sALE6RpFdHxuFHW2BmYs8vpIp/qcYhe96hk8nkKIMRmLZ3wbmLFWx08j0g1RDyIT813irafd3D4xSzF9p8agH0Ghf+qDTLq9FbCV18zGJ7XJD8SLgTXznKs4t+XSYwN8+YhKateT1K5yBachfrKY9uKF/oUef/SRI4XV8PiaPFVRAxsElfQ2KKI8DL6+qR+z0tmTGfNJyZ1zNJFog055l5SFeCfJMzJsM5lEeuBd0R8Yvcc8Hk11tVLLdN/wSyNONLtFgk8lHsFxx5VybuJQf4lvihMI8mQ0QcaRFPLI2slj41USpQ/cg7B7FBnjz2AZxq36tEsskprFodo4o+MVMGKkmK9dp8yy9GMZt3OspqT3Q0yWRXLOAPMZGfXzk9n4hVAqi7lDtwCYptfMDWBQr77UiNyB4EXkAJ6o0srGWGQfvsPXnv3/yr7tODtbYeb8s+5FIgkxZC79nuqF7JFqImFnTMZjZsRjc7IF0JeX3uenIJY2WuX//HPbqVmME4XI+Y1sRi/zyAOx8x1URRo8HFGJEJFAN2xrY+4W3tK3DWMOG4u0rvI8EHj68OLmpeaqdqaC3wQeHKyWlhYNdSzONKS+MIcV2PgJqp7UqGekYXaqCdK1HcX5z3MnH8uLXm0i/HjSyKNzUX2iV6HGv7E/1xXtW7vptszE4hfLlwMn0amSce6s49BhmbNMzrUAWBa75UIo5dKYZeFMwDMjtW1ARzWY2N/5YDNFDnMzU5T844mvTMuIyPT9xEHe4culG3NApIWJp+Pk3gdf8lp1LgcoN9EtLJkyuhb+ZKoCr2gwB/0g3hxL4Gd1EvYQdgBJI6ByT0G+DVEcNfQjCd3u8BjAEOmLImfRbO6O/KlsHlaAdldpGxDcIiM899DMi/7sf/texBczEvg0j56Vz4gTeZ83ki86gEUGbmJQYiLBgLggHXHUiZC/fFl6uuqYeLXVKNFzomw63gKDvEjp73j64+KxhZxYKL10mfm9y53HktEL5LJJMKAVLiO4LyELbjsUX3rtp1EhwXa7/CdJ4g26CHh6w52z7KjtMKxYhkJ17vNFHTekIsYQECP/hJfH7p0NJagYxrQInWmQ00ayvoJjX/NoOUb1tocDROcojxUVwKPYdl85NTUTbfMRD+Vpni2aqFl7Cc0drvhhR0C4JORxcQFLyFX4I911yf+8TDbm3+LpZb4loT6EENJYFQhduzXua8oOuNSq1+LUtJ+DhssX0/zOs1IeAwY/xpXDTG7RVzXFOKZDf1hxFeveeU1VtS5emY9Eg7Gy9Z5+T0mHDRdNKOvyZYqOE79aEbBmXnUQXv7DapBjQmU0IwE77F44WKL+ibu3A5Ar7FXVKbtYk3ruuw/9RmEw/CpVzvZOvA/7+D63r455HADHMlq2uY9uee3Kse1WCrF8KKBjPj0sLgKlbebhr031rPdWoi/1H2YJvEH9jXlGQvcmBVgxcGS3n2BrSBLrYzQrXCbw1z0wxvAUx/tiD5IMEmTYHvsHgJE70PVzUNB6Skr/9vUqHfUOITg3HhTE9J2e5wsbnkyZ4D8pXQ5Az/Gs5TNcN4IMn+SNZ/Tp5HS8jj/ohDzbMjoYsQ89U+uGZ5A3XRMKCt7YCc7O/MgsGYm1YLD2Gg8ue5EqzV9WQEDcSXeVLkpLldBCCpwwE7CVEfuf+wm8berXoWoysiJUoRG2rxamJ/gerhoRYTh/ecURNKPW4vA9vWpBezrm8JqjfpkDKrVd5GqT9pxbEjtVYaW1rSO+oPHaM6SYton5Zo0Kes7dXFwuP/9WrHmAWlJZee8eJiYrjt/tQhRT1KuwXMxgET8yClDMOhfvvEPzyZMIxliaUvFb4X+m8rMtQ5GUFy3P8PBRrT5x3gNRvv0oOvPL6S+3smb/18SzV7DhDjdS158cXKGyeaCzFfgMVQVTLH8oFgJQmtYqhYnZq3UWg11maJH7XbUJuMFKsvWo0jHV9z6EidfnW5VbrNZ6E+xrtkbeFddSOzO3Bky4fGys/of/p2lyCCq0yduQqg2JESGn7o0ZtniMShTA0ezyjGhZ41xTlAj4T2LyaUv8ZrnLbvdVjEryyNcdXfAuhQ1a51Fa2z4zTLefkH6lW0AMFeySdkwspQvAiwc1nJcHhx9K25aInDT/LC1De34GurULFP1wtaibnnOLVLs/qqHSfgxnwqBjJUbnedXklzC8GVDC5OInxPHsPuxjZ/2v/whwap4F/+SMXntzBw4Mc0x/29WRzyBCrcmnQG5nIfA9KHPjvAmc5k5Vo3VGXxk2CgRzTYBUw1Eq7BLtBORlQUNMmbHAzRmDTs29H+ggC3IN3annexRR9OYOo85veOynx7izF0ZMn1MjaWBJduwMgndL4UVE1xmbOdjbU+byp2Luvrd2h9P+OUuU7wvHvTjKiR4LAVj5BRQGjPTqjpE4HcZxb71WMK9tqe/mmyKxCkrN8MVVYVbx7xvwWAW/uTjfWa0+YVd/JZPEPySuWRGjkBh7RDk+NQG5uTQtgyMDvP4DYkg+hxe/ZaQZObU55jEv53i6swfb5B/n4f9PDroCTzHX+tWrbNvdqu1gJRNS3q3uZebVHf/IDkvXUbxUeNbMOxG6pUvInnwx39KN5rkpegCmzHkw96P0PAOfe8jkT+IQgcNltQtyPQ+BkvXLafQpdKHU/9Lszsw3F9fslj5AXsIgEYxRfHcSPNgQb9XYqvaoHmsXG/qTzkPo/hWqJSwy3ffGpOLI2Gjodvu9neqHcbvAppZlm2vwNXoDpMcK6OLg4+/RFwGHLhYjuf4TbC5fTmdCtHTip3PZab0zRzuAE5rRv0aW4p5Tqniu120MorRFWNEm4S1f4h+7IbpnNcF4nrdYwQhJE48WI+o27n6zZnQg3o/71y0d9C7rB1bUDtjmjjGLTTsSLXitCtBtFhvw9/44Eg9OyvX50bcrDO4Mz/mvyq2YM0vbXh4etkcJX6miJx3tY0Go4iGbUHUK1sCZ7s86DgRGT5pxOcDkRjIiCSxDA4SFbK/P643qjj1y6CWt3cylRHRSBjQey/qOzvezgxKNySJThuhfDPozSkzEcPcDZ5jVY6jAebZl8JfDRGUmTuw9fIa9RBwJ47FPW9j66g5EBdwkahD2v/Fvtag7hXiW4WzuimBrZhKC7UWPTuVg8IUU+vk23aoWxiJmbzWhCitf4MAmBWJVRGAIMcrkwYG7OuS48iHWGECYN1Ym6e7G3uQd8FYqBRAlzs00UHo/inq/HFoznhDZR/E3nQhCBYeebZWDIsHtHXvMM04BbWzbeb0tN+sjfKCMnMsKkftUe81EqiNRB9MD3f0+ZM93gVnV3E0sWW/PPiR7Km+ne+ZY/D61aXcOfIXkcB/NF1Jomlcg3r/G1yKKbLLVvrX6Q16l6cS7hssD7s2Gsqie8AxQAoQLhHYpjea/YPsY+bVR1OFKizRS3TaC7ldfZzqIFDrwsPrAO6aUqNAgWcNcQVQi3cu3rbE7ZA2sZa4/CwXAP3OIxsdCjT1oAXIs++qkLxLg97mKhVJ5xJD1T4KU63g+O1m8jKGSByflcAC4OLqeSHtp1yVyTL83DepliWzWxuGpT47ruLhtBlweXFqrQ/ljZRDI5IRUfug3wFE1GrxXKtoCjjWY2mc3+fl0/c/9qWMEsSRYA/b/njoGuxP+OVEV9/js+XOs6dYYzfmbvWc7Sn7/5q1qs9uTCCxjL66Ftzav/2aIk5/7WLkZk2Z1hrysXIKABfCTuT+BX3fhNjKkjHA3hwOfwCM32bOri7fe1w8ZgvRNmDnKA493iWP9/bHCR7p6skdtHeUa2D4WCNnUGakOVZfUSmxg/QC16OhkpAIj1V+Ni3Ke0REU/NW4HRcrHRUpi2DucXMTOT5q1dJ9e0AkYKX/J0cjz2ivybQ/FMYIgHNsOZ6Kp78zGJ7lCTMF7HnSubNzQTovOq76nRvtj9O2VN9bruhYHyEzY90bLLcfA4SHwauAx90P1SXWumNel3kvqOt0sMD0OI7HgOPIoi5JmOSCfnklA05jHBIG6ZHBfG2jjfYBE5Wfs7DU+uPaB8LNQzCnl374BSMTyj+OjW7t9ABRKwkWkugrL6GCh2w4PQ50dePaW/PaK213YxErH50Vn/IBeCpT4V9c4DVx/tRSrdpko7lNWVcGopORkLA9kngyta7K7yCJMN3C0gF26lG+zX/2BPaNi9bwyZnnauv7g6maum4ZLz0eVUYWMYXmOYPdVGE0RfdsUESQWKTARsescBwirgC3xNtXQFDnNZlU95S0d4Z937Otb8rAHH23BoITb8Jvusc9TB3OZDdfyxNahVfTPWxkIasWHpeQLWIpWZ5F9NiUl1IDYvcVpWA9B62/qlxzEc5BPVqed2o+P0q36Sq638OtJ9nzZzGOiZORSejKS0m9eNjqqQ9NigT4HrZf+D2WMIWbwP8uWJvxipeFO/pcdbN5yGsXAyBy/qZuj0/8RXS/rLWyQtJo+tyB5BV5b1/CTMkKsIJCs5flXWmIPR2VXU43V9oPKDe23UYqtnWQJU5sDTauek0DxXOed2MfsWqinZ+0vyUJ3s+HxckI5b79H3jhmnTInHQ2QcJ744d4GfIRxLpGwnY4udXOwoWNiayVcluSC7rWLpYkBIlWyoTdnWHmUIWHcyc6WBRycScK9ZSM1NW9/NmuEKAUGTm/doxom03gT8pXKgMtqioYIOBoY6Rl93eXRntgeBjMQuUp7om6TpKH7sdw6G448d8adLn22pF4l4Wa1wehoiAD++/mSP8n8JNvxzKOrJQtHeSYofGfMSe4uaR4/f/3NfMWeYG8pNsnL+weqTeVYMi7/3PKVXHVV3cw5LBL3FsojX0I81lUIoJWmpUBeKi+k2OX+F/zkkjpsecmjtqwkEI0+XKCcqWOJUtV0PbED41nB6klCHv5OMQpwJXdkid9a29vBcKyrmJf8yZ3eWGcPrwbL9tfxf+O7O0o9T9H1FwXZsQuvCMuWfgzMHLZZPUMJQm93AiS29HLi7v5FITxsJecgxpF84UUxkxB9ySomIgSHV3IU4/QVEWIXWVrmoWdNcnobquFSWSq9zs4919C3l5KCqimPxZnHaLZXSB9UnXYzlMTOmJqDyKy9x94KMH7S+xmtEMHTmZSSxei/JAFkN90J2DL0l8COU+jLygpfNuaPvrKqTH4Gbg2Bs09ndD9bsJ53BmKMo+xMbOv51CkHy2pnyC8WfWr4OHUP3ntXe7oNvo8lr/TlZAPfIXcgCY4XPKSDDok5vPzwE3cui2KJUI4Jq4dOFyoT1O/GcPUkuOtyhaL9oBpbMDVh//OA7kw5aq2Zn6IpwAQfyye3Kxz6SDMan9hcX48LWev1B/Ckfxxx9kgjXRl0Ra29Yn44tgOaAKJ3rHQPvQqPECqGj7FGDDq+aDLgTop7AK8eeVUVDQUs37PYhzpxkPPhdeh1vKvBobXUAKHr8PO2jGBdcp3ZrUOqvxRZBrX/kqJot6f2KFTwOBECA5NxZXjitqvI9GlmH3gOYxrIMCadWySheUkw+bvJF08+tf6IWlLD+HsG5oFz+G6cS5JfczK50tQKr8zaG7kY+uOX//WsHdDxoXaUGtvMrGCGpCPEpy158TlUX+9CLUxv0cIBbGMsSFOwTOH/8Dn67VWnlEaGqUIkpqe3oxQg2oxOXgdM5er4hk8xYE9T8ljeIwyPk09u3zGMCPJMO5ZfxlURpda9fTJFzISnEdm3KK/XzOptxP7pQU+c1i7jr83d17QicokUuy2POv/oWh7jpNmOMuLkg3H450zbxyGFrwlxH2/qi6xj/e1ws8ij1FX9dmMlxJiw4SpcPcCvkhaqIDD/rWgYZpLdCXCLOqLZZKR2X5CuagXV3P9f4KeGLZYNddDFONWSXVvuh7sE6+6kU5RhEk57yuZBMvsqebh5VjER3atG2SSZas1JO+vOlFEdJRIHdnGbsbQc7XJMeGW4T8qAaNojyzcS6VUAg6lMNdBx8Wne5RKcYl4dGas3BdWWyaVBwDC6nCZZUfmGaMfaeSn8RZqbWP6ZpjWAskSJlaSFin466ARajFctjNwVXcvBpTq/DyLT2Qq3+FP7fYcgdTFmDMuuPR5ZJeCsqg4JA092X70k3xg1AlEIhV2Ta09vU8Tv3FjROAwf2rzIxl195+/rmM6OY4YkTJTt/VlSoQXqzBgyimxYMkFK/1t9MbMGRRxlC3Q809fhHEp74e67RdL09ZQr3zqfyHMloJxY5eqHhvOEC8+zDVGv1Y8DBhd+rbwTRMjDWWFQoQ37cUswg5tFVzW2EKEeg3lONwCNSlKduCLyhM1TCe1kInRDOD+fsbmSPNow22Qi1YEwtxnZ8zfDQVMJxrabtqMrg41DIg73rc4XD6DknCxrKg4PizmUzxsK8HRG7Pq1QeMza2LxKgV2E5j5G1T+mRQyjMtEtBfki6PX0J6Y93sHTQ5tBmgE/g0BgMWaoJeyeYWdF5t7o8I5dVjvWAGYQclRFlbOu37yutjS9y7Olqd7XLfM+X42rwoVOm6eyQW7PCzfjRRDLC8rRmRIn37+5Bmtwd11tihBwaJmcSmxHHF3CDitk4hYt18dhtMGhmpK4VQF+nG3pT5UCB1L/O4iZsCE//PQ+gPe0JgfI9h3Rw0/2dH2RWWy428wQOHd7t4pEcdj+a6o6z2s05BhHJHZouck2nPRCBVRPfu4mgSHxfNK9BcPZkj6OqDcfxCfzRGwpPiOImHomuoy3jZfcFutF2VpH9rg10TT6h06v1qJXfYkLT0Th3IvKDuQLkZoLdlJiJaEoWKba1hH1WS6OyFNJAFCxX0sE10wHXOOA2LGRocokbClPRbgc6aQBeEOmAR1m4nu1/0egXav4cbYRapqXr+Z0QXaueIBGPXjUZuzJUgVISQIlOGpVY7u4Ky6V8Ya0E4w3WFwHxVxGMkEWNE8WU7SMxpq/oUYDG1Zb5qC4nKMnaloGlvGjwjxl/NbvZrO165JKHqpmfRv/O+2UTde5ddlUJr+JRDgIxevcBvkXNcL8/fz2Dbgwy+WKyJopM3JTRSqnI8d++aFF
Variant 1
DifficultyLevel
326
Question
Four friends were asked what pets they owned.
|
dog |
cat |
horse |
goldfish |
budgie |
turtle |
Marcus |
✓ |
✓ |
✓ |
✓ |
|
|
Brett |
✓ |
✓ |
✓ |
|
|
|
Raine |
✓ |
|
|
✓ |
✓ |
✓ |
Mila |
|
✓ |
|
✓ |
✓ |
|
Who had both a dog and a turtle as pets?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four friends were asked what pets they owned.
>>| | dog | cat | horse | goldfish | budgie|turtle|
|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| Marcus | $\checkmark$| $\checkmark$|$\checkmark$|$\checkmark$|||
| Brett | $\checkmark$| $\checkmark$|$\checkmark$||||
| Raine | $\checkmark$| ||$\checkmark$|$\checkmark$|$\checkmark$|
| Mila | | $\checkmark$||$\checkmark$|$\checkmark$||
Who had both a dog and a turtle as pets?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
324
Question
Four friends were asked what rides they went on at Luna Park.
|
Dodgem cars |
Tango Train |
Hair Raiser |
Wild Mouse |
Ferris Wheel |
Chris |
✓ |
✓ |
|
✓ |
|
Bluey |
✓ |
✓ |
✓ |
|
|
Penny |
✓ |
|
|
|
✓ |
Jules |
|
✓ |
✓ |
✓ |
|
Who went on both the Dodgem Cars and the Wild Mouse?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four friends were asked what rides they went on at Luna Park.
>>| | Dodgem cars | Tango Train | Hair Raiser | Wild Mouse | Ferris Wheel|turtle|
|:-:|:-:|:-:|:-:|:-:|:-:|
| Chris |$\checkmark$| $\checkmark$||$\checkmark$||
| Bluey | $\checkmark$| $\checkmark$|$\checkmark$|||
| Penny | $\checkmark$||||$\checkmark$|
| Jules | | $\checkmark$|$\checkmark$|$\checkmark$||
Who went on both the Dodgem Cars and the Wild Mouse?
|
workedSolution | |
correctAnswer | |
Answers
U2FsdGVkX19s6Lwz0ZBX1HY1i6bYOQKpTVHPJOcSBfuRPd6AyaiF5XgbDM5V+hy1eUOOSGsi08QVJkmczKghLOsiRfU12BjXDXzwmXBww1LtXTyw3lBeTkLkkY1pGORvDn/Ma3gUr0F2MzQywWfutf9FyOEvYLaPzlVtr8qULqOJ7w3Hz6PcjzHjXhunK5VLpW1U/gBLOm/qVNR5A3vLqa1TmZy/DBS05NxH7rVx1Em3a9oMwaW91OgBoDMh5HCh1aTRXd3gT5wsYCkf/h+nARAFe+QHC3mt9GsTC/y/03+4C2zqmB4P5Rw7AJGlwiMft4cw6MJzYEQrZzae5YbhKmnWZns5bR+RThOGaG81k+ZwYcZ4hrxd2img3PbIcIvQvlofq5Lk3qHxp3T/p8pGGGAPfGoXkh0Qv+xTsdAn/WwlQ+ZI3fnjSgIwJdR8+NyGVcaxpfMZkdiZFANt40m9LrL9q9o23Y8UEdFizrHe/8TDED9mytPzY1HkgV2YicRNp00TpQWpFu8TUEdx0/+JXk9EI1nPj2Q1KfqJdcFc0vW77K2mfw5wv14ssFUgHT6X3YCCmnt3s59DXdGRtR7Yrm6KPJyGninYdtx1WAMTl2nIEkhGvvKqe3NYbA8P407yobysLDwwtWEHRQVJPA20kJ7rjcva0IEPduVgvZ53hQ+rOj1FK/sKy0C+QrnPMi8Mcz0s/X2UQVvynne/xmZlz13nokMIvpGyZiARxQQTRkeAGgtIA7SBfHwuSyGdPbaOactngkRXxDPVbvXg4PaPy1jUSSg2GhL2Ncv63+dlDcKSv5bvVfwtobIrOT+9lLx5Hs5/ADO8AbiUw0Cfkt2M4ip07WN+3FCT6/ZgTfe33bt/P4R0zudQuqIHLVgGQvGYdqlm5/2SfhFs8gJ9BFGBWtSqfgPih1tKceJiAMalMT7y4CA7UUzqnhjw9q6g1syHiFay5NDsTM/bYtRiEWKjuRzvtRHcmGfKGeDcHGpeybSBpXqCdVjiNB0Qy4o+sgLKDEdcD4/BcTG5MsyTPwV+bMvYZwTz1az0UTqemEz7WQR6cYEKRS3zeySKX3/2vejYlyxdOmm9CZtLunoJ4TEYiPkH+BxbaW/kzpBvlcci+oqU79n6o8eCwANYRMG/+IsdFyGTLBuSJAQoP5Kd9tzGrereVIZLQZLk7vZoSi1Q47gCt5d8cA8aVILGeBTDWMGydNQgaUp7pyb5yzjlkxLnsdTPk7GsZMzORGvemhIB+B3s8tQUdL7VnTMIfaSdv99NFZEmDjczhvPjj1B+429t1+Ep4UKWeS/3oNX4J1wzPwUtAlPrBGMCzh9tk1h2JLMo9PlPDQC7dyhLtlcK3/6N6/iv/MA8tLOgecRiNRi9nUwBiGgwfqz6QKxZ3fo9MSoNTUJEBhZND2WgbfE+joNtXlJJtqfKFgdql8dqhxOM13Y39ea7wLs2g/D+ukef8J3dm4DmEwZhZn0++6x9Gi7NPUrXmXUbakmtPbmJhU+b3gcK4bLsLcp//AVhA0Deks/MUCuP+Pml4qrFmususoTrOqT1vQ3wE21SRL/DjuycHlC8f8PVcs8UexrV5HnEq74FR9kanN9fme7DaV1rFFnJ1AnrOxdkHBP3r4qc7w9th5g9qGFQXCjF2wLVS48tsTVbpDUgSW6MdCOGgP0EdftsAnrbHY0sqNFjpYeBDPbMVf1sVWkNbsYmN5lC89I5ceY83UElGhlFfVaeYym9z7kwd/7gtch9ZrSkCmYX2MlJUikdO4haL3Jql/mg8Krf7DF59f68fB3Cdfcn0NBNZ7I/B5zl4dc3o/jBioy0PcC7XXjzRm7OIQ3f/sQZvMg5svs0RQBoFJP1H9yl2IrC2DaVBp8Y7ii2uU7OtHSkJT4fwdcqu5QQ6MhOJeQntXW/Q7wRlHS1axn74fz97qgbwHWjMOH2bVoHzk9fpb2RAv0f521raMJWDXJzRL5MLahEXYpc9GgoFh1f/VSatd2R/vsIBOHv2PXEG9xZfolaOV4jqr+HYgx20FnrSrT5xf4nZTg+nao3cPE7H51ByLm6H30KP9aG2fr6mlOxn5Tmod6xzOZusEc7+84LfLF2j1NpS+eEZXAF+YUFjUhUfzdPpR2YCjq33qTse2w/qXeab406v81WB4gtUF9JOx3mDb1b0GmDV6HySM3loLsNJ645NZPU8b7Nyap6wnnPJU+xd/L/ypjeLyOXtU1yc0tDyYJ4CGDDS3R2mKfv6QopAw15791XCRjukYdm9oJDSn/Qy+ubNsS9BtgijSfmL+KhXjTSj+/VsONQDyzEzXwN4B2C1wAo69MHbZkycj74TDetMDw2JE+UbXOSkOAC38fknkYs4r+5PhDs5SxtxP+e7igMfJkkpiWICK6HT68F9AOCFchmbul/dABJNnmXdyAYCutxUEGAFPBaE3hFXeG7+AtSaDei+yXXFjamVWBFiTa53140SNHHXyiqde9Si0p9SW2PlffKzGiUg0j0nyhklylgCzMyCVwoaySjiGpRIUnBDO5gJd6pf4vNmz9vGxEfqpox64xT2Jy4XuYteM4Zp5bCwtAjON1Id2Ceh48YxfOJ88i6o2Yolw8CAr9qoUtPPmaCDNYWGCdqXnlkE5IIX86IfQ9kKDj6wDiGZRYcKnEFPx9tiuVheNncSwYnlrWqM3jDpls8bMLee05akTUHW1xD8OJlg4X/SrAIPp8aNmudZn4Rwvea3wNmcmmQlS/EamxAvFV45vj2d53BZqTv4qHo1mjp2N/+wTjIBpzx7ym6ehVxbPQ+yqOqWXAzAG8SzwuEglzHHGFfIBsXVbqEBhMepGLHJ0Ytcg0EdHsmpp/Ge4apSANCKvg7/xrqiVk2XuIeeLAoGuTRhoCN1arNinqhz2wPtF7SWZH2BxykFV9mVo0r8j64KgKQuTfjo5x69hK/U/z2NeaYdcTsaeH5v6xy5nCFtdBWqZcITPSWOigaUhlJEmNbGEQ0nHXLDEtVKsfz8iarWysS0eJBXVQ44qLC23vZnBWERHpvBOF7tpL+HLjg4nWUIpVEmMtMZMA7ICGUeMsjvGgyG7JrDyfTcEaddPeS8CNvEmWek3g9b1ascDPyiRHlY0Ix+F4CbDAWLsYTcGxIwcq8FVcpOfrsAgHeJu6uaZ+jBmZ34RDS37zT12XLkGYZFGDHbCa7XdgEkntAOWkdEpJY75mtrEi/ok5v2Mt1h5OL46g6BAElbp7HniC+M3PpHm9EzKgxftDk1SzUWXTX+QifaeENw1WPFACvHdCKSsMRf4Ws5lEcCFPzCuBJQSSxyYfdVIXzHmNrzJPu3sI4xfvLg/W/VeFbGzgMlQjFHKSE6udh5GbYYx5jGVttZuireMvTKkhTHAIrNFZkpFzUR4XWc8gzhPu9SUCwcnp0r0SgETAyrubau8kcgvNsl6Sx0W6Modv9FFn3Kyzyr0o5PLps1YTve9l4MU7Z5dYUH6L8pnEvtvaEmU8HWj7pIHwVlEdOwVDsHATXzsgm3DxDxTD2cQo2osjabJGgntOzdohW12h75ru7wg3eFLUXhjtf9O+znMcy7CeXnmfVgW6AymyzE4vK+o3rI/DrKpj+IWlAuvBzkMNWLXykt5Oq/xdKLBjVXEp0RNVAciciEzjRwpGP3CT2Pdgi6CpqZLur0plI/vJ3IMW5AsdXch0lCT5FM4US1SSmX/55Qv9o4n3PpA5Ke58WhMjZ+DVMDgFjGXi4txwIUNz1+banbFlB42DrNplGfHNeCjrmjHfQxUxftnGYHgsBpRK3ax4ORiwWEVij4Op9ve/1EU4PjtL/e59tkou4NzTQeLZQ22w5IAk2/W0Y4oqsIMO9yZbzv9m6odrKaY4Toc11kUxD79w/Jp934rabBqhFWL0SG6EbpqvYDhzvI1arVlzLUv4qN8e+AOpVkxR0eQ5YcWa2bFBCq6Z/ONK1AXDtM5NdDI9nKtK2lfYSels/+g0Z3ZiaqXCygL1DGEECiaHibSupZcLEnndUIA6U0Btf2f1V4835Al5ZQbKwS4r/Fi4Ff+fEJnXDQ04vJNpD6ZGVf5Jlfy8iXUxVFvxiNJSL/I87wIhAoH/ugLKD3mtPXUdHulGxG94ZMV+cN3gkhEIGiOmCEOgpG2he4eK/pWhg3Tl+Ik0iYsHCmR6Lx1wEBISovdLtCofN7hV6TFpgY8zQI8NN+0YRUZtxu6zqzrW6jkcDoXxnJ40FHKbLC12DaqU3mb5sD7wZAwhhgF1xrLyMUWfP36oqRzFNsp4e4Y/VD0juhCQD11XETFPaJd+x4RA9btR0QEIzVSCwRg481qL3PDw3VBWwoFebAEbPdHHW3IHQGgDt31v7KARVePnjW7RSPcVu9IbD86hYT0tUWGKpoOVnBr1Ywz6eB9XqlIYpFXWRA9MBXTA3esK0sz1JxX7+8ph7d574sMSgM+0KvMlnQqTNorUNN3fVjjM2RtCjmR+fLtTrO1tvdKJu2PO5GOht6Nl+MRSAJrjBOFPk2Ij3uWfqny+3mCyoVN5kKmuyp7gQjUBl1TJy2QEA6GuP24jA7nDBS2UO5hiCm+pQATwcKCrX7iRQ7ugrPVR8v6UXVXe7goR3ULVEnpy484AnOhopc+9tzWB3U9jKOYZDHAbvl8nLDrfJ8s5pVf64uSwlhaiw9+/j8+oQuCs+AB4YId3e8gzvSeu8ol/kbuciGS3vc2FEGgfLWWsNl6tuoynxHBpKAOVX33L05c1MdW838kvtB5I4jFwdHNYJLR23S5pdVl3aWIatUH6lCpU4PWf+F+E5RYQZmSy4cFY+4TZWivocODdvv8b4JY4LnDhDCaoCZyr14BVOL9lYt8Xm1pXI6vW8mnLsgYbAtVir5UIMPuriVQvzcsHuA6InYcsyIyozfq3lN4VzlfT57PyiPzn2gowWPK9lgTbTX4MrgaJP1tPpIDciqb4V/i8tx49xoeDljW2sWQLYsO9Kk/UBS0ITOxWNXYB2OI0UEKdmx2/YyJEVGYXU7SxsYFOU40LIvaQqhUnXSqlYi9LoQN9FOTyhMDbNqRIYur7zGnSGFm34dLrFNm053keqYSultLEFRfeuC7FX8MNzR1HtE5iTrsEsZf1NArAg9iGvyuCgiO+R7tDWnWYTcvEynPTJAKIyu5YhomesM9zqzARxO2d+Q4b2M3pSO/N9zxGXdVX7nuGxapyiXR6pFB1tEyrhhjhIOiggYqWw11+gNdc0VtfBxR361s7wE3Uf9K/C5jfZmhynknMN1oBc5VL0onnqTS3Z4lr4KzRu6uU+Bdj9omZq2T5EdqA1dNynML72mfBpdyQXwXaJ6VWJz6pZS7vqBBzzLsGRuyaeg4q+Cp6olpZ80QarVePLomxDqcBBfYwHKLMToChnoswmRmN0X3lfwA7ZT72ZnBtRUp67IpHJ2udXMnyFhm2N1oyWe/GFenx/xdWWQTDgmFE9wUm8Nv0ej+8dvKqT8ZfbW8qiG2fOnMUAFKmoDim0ZYK9eP20RTwrjBMMLfLddrymkiadXURE0yoHLao+yAHrBDnGRWa7brjijm7mY4ho/2ksU/Xifkou8O8wu9cJGtoPe1WR+5TE6K6io9y2myWOA1WQE8RtsJ1AvIT7QllnLDma6jzgPMSi5D2GGq9799uKma1oQKA/Xo8vfLfbnlM2+CDNtSBwatDwmF5r95Zr9gZyZYW7GiLL04Mzq3Uilp7drBfltZhOrzi9CajGq5ky2XJyrercJRCvrYXyE6J5xytX3EzXoIBEb6x4dbMRZ6QVt9KkMk6l4R2RFayXEmGHZlR+pcEAh5LUWQT9euwpjT8ukXEvUcZZebdndU9oUEJNBcG3PQSXmkRknkZiUvY9qK3ND1O/y1qdjRXvvJ56b3NRnzkJotEiT8JsuZAVfdFRTA4eowgh2xwv4iCpFsDblGwOQuKA/o82fmNUsz9nx/lvHrBOFVhdghvXu3zFUwW3a2pImppaV8mPS/DlmbWUqqjKi8oN5Jk5o/qxHDmoRj04mO8b/rrxGfKjGMvA01qjwUnG5xbXr3FxqZy1B60xmyXyNgbkys9wivLEl08EcZ4gj3KSPqSeRZ5vC8LhQMbC7Lqqwzrj4eyJbTXj1SxEZwpQYSHBPwMitq+jyiOCLh2rTF3wW8TZ6+Vak/MmGFu//r2aKjeq72SSpuNRJWMOdVQ8EGBol435k2CV8gVOu6Dl8h0RZhBvyI2qbRtaPsvG8ON1grAWRWc5BGVom9GBP7l/ReYSJnnzRX3s8CHNGUJd6HsdYghKZUN9h138JuVPZ4J/yn3ivMuRbYTyhHBCPoY+3+DFOCBpIfmvosEP1MAhFlac8TAccX0I9v8P181vgHRHGZfO+/Ij70PP46cd+1bCNI/TEWgiV9j1jMLoMeky/rqLCxljSBWfBoFcYT4FKMzH9d/slgwypcIvB3qFzwJ9NK17peZqzYjd/DY6+wOYmlGrueSAX88b5zTpNnGMC8a2KOaUtzecSv14LwX7ag0Xyg7icl7FKh8LpY6KAwIWcGcKiPJn6LFHq5CUJ5BK1SlhZKDl5l2BY1KyMjifrp5tZ+liyqGABVXn/frNB4ZAq/KXCY6g3esf3jeNzUF+w8oDWdnx+qwyoQS15hgONi5JwcVNBHFusoRIpuIoHnncH8YQhhvoq33i4Joh0rDoFwUli45XVbIA24N14RqmnxwvYuZPGffg6MfAN1uSdHF39qdJN7EBlBoPlsVe/Eph6OOVqkKPFFBcjx1BE/2ABVPlkD1SRL+QnOwYQ4a1CHnhseFlWnNGZSALhdpfxfTT4Xt7tyKLPvCA8EyeMoaxIWXem309unmecH1SLggi5wYIZd9rAoviBtTlpWDYcflo5qa6mJGuBz7DgNr9VFMhTqRLAVpQPRDposteH2Xxssds9FCYyuVgNff1n3Xx1APcMn/wTCfsGuzWOwQKlTQ6IOgEHrFNmIflYx6vrRWg6vdy+8Pi280RIxtyJ6YSIvBFoC2sbULgeul2lnym8CeqvdOB5ijQt4uF+WUN9I59K68wKZJBaFxodciSHuNiQ+0cQa3g0+mdgSV5yGpkanX942pSmoE2BrAbvSXKgzErdxJHrSy/cufl89VNrYLewgtjekoDJRKJkth8brvpDxOCeAvJv8jkc2Gs4F+3KEIzqwT3z6BbEp3Sun00efijK+NDRHxV0BQOCe48FGg7OxZf4x69/zdXvdQQvJIj7MO76H4wOgBz5ilV2dBQlfCT8A5zzTXUkumUu+vDjkA6ZX4klbHLWJzsgnTROBJXa8LzA8xo60KzsLTNOpl3qlKFsuGS5nV9y7SLPSKREl+k1W+r3ibXAiNY+6K9yFuQzSmdg12uOm9rmr+uoCyUnVh7Wqx/+n3RgCamYOGLwe9UiD848KRBU9sKgxmC+XsLjUVFo2PC++XToLzcUwUdfsgM1qZx3ekn+dpuMVZ/SS+j5uWmSg/dZRGigtL///mqxlgfP6O3YV4U7ZUxFnss7lPvF3gmVeO1sx1/XPMkoZ58WyfDAjLJb7PfF+y6s0aqEj5bsaXPrODSPznzyNScOLj8zp7jqCTsR28NsaJXUn+NUbXDwMbYbOYbJ1wyuq6gU+u+XenN05WzMWDT010mV8DD5gcC7aEeFAwkDUmdBFloCK0E78+1qXZYj/5EKChLYcLKcjMpw/gkPl9vv7zqYBe4v6jH7Thb2od9xovr/YfoE8kJtcclD5iXE6aizlZb5Hssz0fzqYDL4Hv5d5i/0YiEB28RHrnAKBxZSoT5QIgoAzsynee5deGyMk6/G1tIzj6zVOJYhqWMlnZAlYwdkLVJukSvGrwCHBU7MBnLJUy5OixcOdYmnVO/tBQYxMenX/UVgBKbwWOHkrUgeXdJwtAqwTbMw4ahXNgLScqcG23ih4s/3UcpvSmWxrpv4MtJXqjExBmRvH2p/4SKFFNL5+qb+IsF4KTTfchVi7CTWr2/FmQiKGCia4pbLqxUsVb1IkYlaO4emzpz9xCeMUwcdb49wy9S5Pne2h4Z0tT05UgPPqCkEQmjxAVdRCNQlRguFG15A3F01J42sZGIXX0/bbDXHaLqa9TH8N+1z41wsi95WG9FrgGVBoaFpJz65MDBbTJmnDsHtWcXv72Fw94uVY51mWnHX6bC0CmL4YiZs5xS6ciCrJlBVI6CmIDTwzmIFc4owxPizqSfb/nTuSKnzJUZBwxovofCia11tStHN1uRFLc1BBlvHkhsdVnK2+lsVOo+aEV8XaFMI30TOwWf6gnBRVbGP6veDmS80T7vIsGfzsBKs2tSBLTmIouI2WQlKuF9wkX8VzQdmu1eYISQwKreBcOn5KtO0qiojeAiYq1dhgk1j2VOtZNWIncJLcC8byiU2ya6h3RtEue5hCS1H27/8YGNWpMA+YU2pgXhB/WZKl6KX2hlJ9v3onTSO65N9JoybGHnzbX5PDRc6kODFXNjJTeT3lPmSOyGIS2MXXLTpfOvdUj75s9s3qlJbPBTbwvfHxXahc1pZc+uMBDEmNl85UmxmJXaFMmISdfV4XtKW410DvS+FC8tXHdBFV51Pu7omkL22eMtC8TJP2Z455Fh+alZ1dy7vz9FDWZBnA0YbF99ELFeCNofi6o/OIYEI7+YXs0S2D7JjNK4g0lr11yY1mm4aFHL1cXE8ahOOs7xLUX0VMIFbdjMucN4uznFqwTofqfTiOEMYGNsjIe9ZX5fAMdre5FrV5US06fl03OLJXYh6hfd18VOMJogLwKd1JQ6wR82PvN5f55JzCC/9z4ioWk82JAMiuLrTrgUNIKmLiZ0cYALJSpxy3Pz+Cy3kTUPfU4PFb26NyIa9+BjHRr0aqfeSGAYUyIY4uXalAvS8IfyIg89IntUhII3zJ5EW8oWjDZ9XpTq/Z0y0L0Peyg1RxYjOCcNX1JYIITvo+Bm/W6xXCnk7w2oquZCrFLmNxN3dJT8xLngNujKLPxteiLm4jDgBMOGRbspoVR5QeNudl7hwCPzkU4Koj/Mg4plRzy/eB06WUkE8balnFEh21dkASiQa7z71AkmZ8y41+BChzSZ8x4ZxFVomhTKVTlmn8CGdwN2V7fveQB1V4CVGMGqGQq0VA/GaRYiWVxFSvyH1tfFfNNZ9HoTQ4m36BL6Hpw1J82xNZb9/A5YU2btwPOtwCkTVJXK7cfZ3766FvRyD6yAUrgTEoDi+zkJ0+H+kKfR5a5MlQbALaX4biFVq89n06vJiJJGnj+cFqSYpGWx+vmVpTY0kW6IJQY0HM0mdlFMQ3TgT4B8qS1RAZqGMBLdJ/o3iQvv6KqmZcZOy5faND5ex0cfPxRvpLfBM/EmsJTNkmCNBJNW9ICzO1hGIMnlk7UmVdXQbVBuNtaEu3bt1YQbulb9U/HYM++Hib7feWHQ8fEW/++z/RVtvGmBCkL4By9DtI9Ec6ThZl27uK9qekkTr0TE+tNcvDJ+HAxmLE8+oVXSlXMYpyEIFm0vnjjrxsBfxM4cwVHltFBn0EQ3j2e2mGI3x6gfHrKHFpiKUXYRELi3a+NxwJymF/TU1aB08qnbcp++FmB4ic/dajIwR7ubb/grAeANi1ubp0CMas6uEynnlrSHT6lpf0MxG20F6WlMAMFAgMsaePdkv80vEaGs0P9srsO8E8pxt/JrzxId1a3BRwPt0E5Jug2cx9xlkpF+8nlZAz1Cm/Ozwe0pqIXUj1ZxnMkxH65sel6l2tJjnK1VEBBaZpDy3WDUMDbbbYvBipheSOBFWz4ECPVRRVcT1Awa3KvtJsxjOY+Tu8nQtnB7fL2DOrYHQll7pYtSvhomBIfYr/IAyMpQ+4/yd+L3XQmzG3OV4KWILXWzTzl+rbL2PXFAK2USFJG+POP1RWssaJc3nOCimM2vQjdluhpEqR/k39DJ5g6i631GfeJgQ9pjgsBNC+EDpZlQu22/H71YkDklwoGmexY3XIPrTDk8Jh0FzoAy5O8OkQlu5dvfkwl4w51JOYEFIhvNA0QPtHDtehrhfg==
Variant 3
DifficultyLevel
322
Question
Four workers recorded the days they worked last week.
|
Monday |
Tuesday |
Wednesday |
Thursday |
Friday |
Booth |
|
✓ |
✓ |
✓ |
|
TJ |
✓ |
✓ |
|
|
|
James |
✓ |
|
✓ |
✓ |
✓ |
Harry |
|
|
✓ |
✓ |
|
Who worked both Monday and Wednesday last week?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four workers recorded the days they worked last week.
>>| | Monday | Tuesday | Wednesday | Thursday | Friday|
|:-:|:-:|:-:|:-:|:-:|:-:|
| Booth | | $\checkmark$|$\checkmark$|$\checkmark$||
| TJ | $\checkmark$| $\checkmark$||||
| James | $\checkmark$| |$\checkmark$|$\checkmark$|$\checkmark$|
| Harry | | |$\checkmark$|$\checkmark$||
Who worked both Monday and Wednesday last week?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
320
Question
Four friends were asked what sports they watch on TV.
|
AFL |
Tennis |
Golf |
Netball |
Greg |
✓ |
|
✓ |
✓ |
Annie |
✓ |
|
✓ |
|
Maree |
✓ |
✓ |
|
✓ |
Carl |
|
✓ |
|
✓ |
Which friend watches Netball but not tennis?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four friends were asked what sports they watch on TV.
>>| | AFL | Tennis | Golf | Netball |
|:-:|:-:|:-:|:-:|:-:|
| Greg | $\checkmark$| |$\checkmark$|$\checkmark$|
| Annie | $\checkmark$||$\checkmark$||
| Maree | $\checkmark$|$\checkmark$||$\checkmark$|
| Carl | | $\checkmark$||$\checkmark$|
Which friend watches Netball but **not** tennis?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
318
Question
Four friends were asked what sports they played.
|
Football |
Netball |
Baseball |
Basketball |
Ricky |
|
|
✓ |
✓ |
Ross |
|
✓ |
✓ |
|
Maryanne |
✓ |
|
|
✓ |
Mikaila |
|
✓ |
|
✓ |
Which sport do both Ricky and Ross play?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four friends were asked what sports they played.
>>| | Football | Netball | Baseball | Basketball |
|:-:|:-:|:-:|:-:|:-:|
| Ricky || |$\checkmark$|$\checkmark$|
| Ross | | $\checkmark$|$\checkmark$||
| Maryanne | $\checkmark$| ||$\checkmark$|
| Mikaila| | $\checkmark$||$\checkmark$|
Which sport do both Ricky and Ross play?
|
workedSolution | |
correctAnswer | |
Answers