Geometry, NAPX-H4-NC06, NAPX-H3-NC11
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oO556vDBK6Hkl5bHiHxMyFCoeTaDqMXXhcv8Ef5eH7tlQeaLTrcvZSVNl1DCvz0+VZSRw6SPew/CjR+nT1CodmQv7yXodpOhaxz8uVuvcJW9Mr+lvz7HmydKljcN+mePU5gru8l5lRTozis0AC91pZYXOKRH+BnuzO/h+ELUxgEnacd1cmuDhEt5n4OSeAoKUYwjz/fZgDstW4xp/h2UQHKnDz875bFlxRKxui63aqXUazcWJmdhx1tBzKOvuURSXAa57T+t7xhUhU68o2Jr1mTw3LbrL5qXTpE=
Variant 0
DifficultyLevel
537
Question
Wally drew the net of a rectangular prism.
One of the prism's faces is drawn incorrectly.
Which face did Wally draw incorrectly?
Worked Solution
Side A is drawn incorrectly. It should be
the same width as side B.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Wally drew the net of a rectangular prism.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2018/04/NAPX-H4-NC06.svg 200 indent vpad
One of the prism's faces is drawn incorrectly.
Which face did Wally draw incorrectly? |
| workedSolution | Side {{{correctAnswer}}} is drawn incorrectly. It should be
the same width as side $B$. |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
539
Question
Bryson drew the net of a rectangular prism.
One of the prism's faces is drawn incorrectly.
Which face did Bryson draw incorrectly?
Worked Solution
Side C is drawn incorrectly. The height of C should be equal to the width of side B.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Bryson drew the net of a rectangular prism.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/10/Geom_NAPX-H4-NC06_NAPX-H3-NC11_v5.svg 280 indent vpad
One of the prism's faces is drawn incorrectly.
Which face did Bryson draw incorrectly? |
| workedSolution | Side {{{correctAnswer}}} is drawn incorrectly. The height of $C$ should be equal to the width of side $B$. |
| correctAnswer | |
Answers
U2FsdGVkX1/WHBK92OIzHjt4GB9G8z3xvPoAMfED+CgVIa90QFUNKmVBYSVH0QAciZbyNjy5rafhcV+vOahkHu56bImhpr4dk4FKSj3Ocnc8u5St5y1BmJ0P7qnF6iQTE/3rtk9xj/jNiBs7aWfFncWnV0dPhVfPI4WIijPoXXU4IkLyYHlV9H3gqTJ1I5UNaEPnVgLVLB2e2bN8P7SfuxnBRyARAxnS8ItgFX1LP2JIlqsE+3KAM1qATjiTACPVR1/UIHfof35RsAooOa342yIK4zMFBbDTo2ZOB1q9MycbDv9tFnI3XMDi5qa2NbfmEDUuEjiJ/F+yvbzMmxWz693p4456ttk6lgzpYbfmuGa977Zs6Z2wbO+aH9Jl19gbflWPVXzPwQmPGARcA6r5Y0ld6vehpsBS62X5E922Ak8NzRJNk4cRY6Sq5e/FlOi3L/D7PhZhGmOm6lIgJS8LXKCKYKqNZ06uOK3of5untN8MSXP/tXjk5WO5FQ1ENYy8fVLS1OgCsgaID6ZYVbLVqcTEeAbBQCyx+viaT/lR7/k4O9pHV8ORJJ+caspKwARlvECO6EnZLT8A9DGtC7Pp6UryW5IP32UTS65m8rCsIWJq4/SVFzJSDaV3Y/414KZ8GZPeipvicibGqQfAk3Fzrk0aFY+HVN1ttrBG2jdZ0RljWWdwZHJuTMAQQm2TVXd1EgLnIiY9qfxFjRnehxpux9q7C8hY03huCCl1BUo9fvkPTgWxfWu8HwyeHHEHXZqshKp6dXd+bqQTKrJabv2hD1DMeK8jGF7ojFFSFAqiXPz41uTCKieJz5TEfS3vj/7HzLOfMGK/+vJzeCqJceBvnjwVQbly1uVPwBMORikIJAIokawg314KEDcC19Seim/x+Mo5X60C+CByma2JnrmxESAm+jD/qapgG3PBTdPFhi0I2vpFsb7bJIUiqLBgRyFfiKbMhXWxnDWIO7ZHmnFYKewzGBoA+JJ7qZJScxRY0/3vGRbe8DFjG/8mcr4X1mO/OJsa+xNhh1zvIdl2HUV27zfsF/bgVsYudaDI4Mn098g3W7I3pF/q77XnxwR+Not0SaFdG4E+LT81p1TN4MQoDuhEecsfX7CIcmoQdZLQ8vvtk+lSl7mEbJBndX8Slomq8n+44U3FKtXySwUeBy5OfKT02oe8PDpuYNv0/vfy+pSmJrKI68rFJNNC9/j6kzMQfodbnl6hFO4u2edervrFsg1KHo0SSsB4Xb2JtxWgl1OX7udwa87nUNvJix+uIHaqDfRSvPO9THsvI9Uxy2NMIxw4AsGiNTqkpygOH79LLiTi2RCfr10TJZ/jjxCjbtyFL/lZPlGXbGJV+wEhR3b4BF6UOAS/rOkJ00KMPQjNxBm6AjTzD8L5R48lkkEzbHtu2NgjNYGjqTO9XXTC2ZdR5CyQ9QPPNz14ealbnmZR/7aYbwUrOj/Rb/LM4EgcEeg2mEXoMqJVNyk9wlCDM2xTxxcpj7bfRQAIaBsbiBmN0IIhUGuUHtKHsmTBIKk2WrJeivWVYib/JJh58P4WsUMiMh4YTd3MO7ecetKC/YyQ9N3Co4MZI9Ee1a3pZLGNMMnajoolHzS5CivbcHtZyBa+4ANw9Jdjz8esdUwBWF7f3Hpga9Y9iIjYejbriNSAKMLjgqtsQ/Islbn3Ir4lcZSOcBoZ/bCWAyyzs4njLu/UgE3cNV1UXFkqIFZ8KxAsmtaWAZl/85N8SIVrKA/ytCwOU8Wo2qmH9QhjqLYae/lG/lG/VoJslso3vOHj5M+3loEYHOcwVeWwZADyUlhGvkjWT5Jjy+SKJkcsnqMNuBDlPyoLdRLufMdUGp3mCa32PwgahbySZYEiDIuiB+HXZ0OEsjkO6+4EIW7dG4bC7BmX8OSROR5F4Fl/1/jZDfcfNm4S22YiG4SFwjq/ZVUKlhcMhjL+A3r3j46MkJTbP2Hc0RhcCKzlYWMLjxj9C3DTkEdae46RT33MqyqNSsY1uPaQkHP6+aIPvOOBRVv1u6zRaqwc5NsGYIMxtUMVLqG7gwWGmOyD0S2lkO3LItS0yBF/4pniTbQgufelso7cdCBqrWLYaKDjGxoRW0IYKyIyKRcwWa/z3lL4Xuu17IzgMqIoNiRWmBpvOCKbdyqoRw/3KmH9UrR9rkAXBIEQGMCwjWG+ayIH5tfyI5/s5/Ch0qyc9FUYTZp1b9w1+kLbKdlp96GttRm33hT/+pms/1gG2sKSgH0ZhyJk4ShRM+2v+O30TKEa39HDsGycyZAXPBw0YlmaXz6FxiAPLqlS8HLKSLakcn/QNl7acOlsSxXhNtgwhAC3Mx0UP0HnK4qgLA7/JHfez5EAHyR42j1sgpqamxzAoTzAEMTmaHyMRsEmmECxfmNUvFyR9JwVTVsFyoc875eLhK7IBtaEEKfjnJfIM6FvsmBegSvWeVZVdA/yLk0zWciYMxa9/oSLJDG6U04KJbMpYukoMUS3DjJMdVSMOglN3Mvhbgi4a7PmDmJsTdYsY/x/BPasHWF4U0I0nWaYL1m3719krFEg1/Iorxeshl4JF4zU9lkhkUkdcOQ/1ut9KLcMK+OlIVsE4MnQzP+P3szzWcQCz/K2Cpt3TRInuurEwVE7fa8XACFCD+mhECCrS/LRUX3zTRPJmPcU4zu8YE7bmaj36TkWSbro6MXvOtRx75c2ODEKgjUnNBJdBXQW0Tz3WFH87o3dQ1aow6eyINGnolQZg9qWdWn8Ocm6NhahIsozXOkvCjrLl2FzGJpYNjsRtk+Qx1ZlPDbcdcyhJ2gge61KhPJVK3V6iWb1CMF4lRWcIF/Uo3lw7QSVkDannApk7zojMVozfdL3D72ebbDDktAaw4FVxQGZEa+QBJpmZQVbdsjGgVWlAxyprkV6tHJirS3aBc/JBEZ/707ds5n4Av9tk5AuNj0fi2sJTi7WlknZUAAz0zg6xbGOGaiq9jGyQ+NQ9eE9SR6M2MmSD3WNCISX2RAoS2uvar44zxa/fDyQJXmnU7u3V/Y36Lnaq0Qw+tq4EFZMSNhQ8ujEUx1ox7LMkjClDZtLyBAie5n6JliLxvJFBbF9AdBtjr8QTPRyOnxKTr10B7pzs13X5EZSdhtHjwb1O8ub3ncmAHZ0QU8eVdUM1vRAzWk/PD70Gc/i+SGcH1ji5HhZkN93vdWdak1JKkfBMxZO2ut/0oVEtH+/kMWKr9A5pH41IPP6oOTu/foaB7OJaJSbpWDofnJ5ez2LP5aCnAaSMd57/C+quow2U0LXdO5IVfpS/Y9jNWNq7QlGEew3za7KdtDxz2QVye/IUnHcqgrwv1TGvE2xmiSf/64Vq/xOk2OtdGct6MIELKohicbO4iKdzJ0pbSHNcQlUiUCebNZzFzAeHCVB7mzKPkQQ/qyUFE1tZFSUjaYHP7yA75Qz5tZuYZpPD5A7+SXw6i7BjlpE/P7zSHbW2d8M9QeU4aDcelGkC3MyhHWaod+Bujd4Cr0GXxAvmNlYT5Ud8lwlrpHxV7JFO5as/srMRoxUZkzpbqwgwPJiwV+tdYW4Uth/y6KE+XqLxkqqAv6U4tkTKC7w2qRNnSna9HfgSZDPW4/bmiE4iRluYRVulRGNB7I9c8iMfCn0jPLfLYr9VTCeER69TIESBxHzWnKuecdgi5jOsB2IPnNvJocQcQXrDRGEAY4mtzdevcvweFCqZEyBdXraL1mxTofrtS+5v+bJIwUh4Zv2jpFht5rHm9cBKIruF+71AUQYz+IMyPNrK/iYztYNpNJApUZXr9HWtHWJtdfelxqKiVuuCZpY8gxJtCYnwCiyjbbSjyc7i5mSMejKzm3sYqxHxUplWUI9W0BB3o6QOTJmlohO2363c/vk3sez6Fm85fnouJ2KFIa1f7xlRNXI5adVnmfNivjcmQfpsIJXmmYW8KL5V0Peq9lgRpx+gb7LQPoL16jPViTVZzWdNRhkx1aF+H4Jc7FB9XMGm6wF6ctC1cisW5Wu+O6nXOxBJitWYw36tsj1ejAzU85aHoAfkRa+jddPVccxTldqd75C25Hspm4OP8txfKMhOgXR6TiJpcrxZjHDDcHKX/SdymYrdLxYP/RMPl+t+jBbWrhmp0LgotcNxy9eWp9TuiITCj3wbUsDVUFPXaC0O4qj8eCkXuhxLJC4wW9x7B7o3+1ETPHc3qBvDqqbD0iuGLIMGKvahGJbjr0EQu0xYnNZjI1aBP3ZeNBDDPlNp0GOCvlIzpBCA9hUoIf4x/XgecIZ7Z5P6OLtt32Ya2UDnKf0bvZA+T8Whk8v0XYNihLJ16wafyykH8pfomQaxgd24xWB7Zbre5e9H65/blrJ4dHJD1VlvGMtd2I4WlJ2i1pW1EpxeeNxJtShgb+JY49RM7PlebCLGCx7xwpsB2ValEgWtElTJ66uzs2WsA4XGhT+fvBBg537XOjJ3Nbp/p4uB0vrvvEmDoVu/xHLmq3PHkJPxnYV0kzlIcompIppHNNsJvKsrFW2lK42k4P2RBcjp3J0yy8mdqjQ63+X0s/vuMMmMvZdgZQOgvQX86Qk3z3O122us943D+wLtRAMaO7PfjrymN0V439rJg4astahThD2yv3RpHVHBOoQXPP/6zcc8NlakhZz1yN9aXairfX/1AFkI8oxDwzpYgrL0YQaoeScXEaiXSTFr7FtlaDcDw8vFqerLhZSpYUNfyPgVf2K825JE2cBeiv7XGF+8J4VtVbI3FkX3x8jzo9+M0ih8cVQvoFthmaMcb9upz6fSGqJaBk2wFz/gEc9GbdtclXgKKymnz7YP2ftz/k9kAlSHiaaZx2CGO0Oqlp/bGKnI/1jqzpB16fGhBe25yoQ99uN7qRK/U9U+nFvYpawAQahUjtUH2nLNNwFjoWRyW0v5yn6Pw1toijv+cu6ykHZDPEXZZ3eW7JzHF8anc9aO5z8gxx6IQKvRVlvdrcAZbky3W/XcwfgDfleTqdvGFhzzGhYufkL8Z7+P8ai6prmQFEWQnOwLWKTphp0ODgdFL+wiAWQq1rIQX5NrA5zltM+Xb3aFaqXjT7+7mv6jmsUk6ZZOshom7UuEJDhfjLz5jRwRA/DQGisKLouIveOR5jRfDeAVgo+1mNz6A0pmiJv6b5GIIlOpK5gG9Kml5i8P5VWZCDknd+ksW9YigUMEpjoxcrYPX59M5Y8YwvuB6RN3CWu2hApsdEcudHgKooLyyNtOPmN9+Bw4c7GWl/M6S1kU0aWzJ6b2C6xoPQa66UU27yrxapZJ3tDofRoydX7E+t7j+jro7WmK4CP/DgU1pNvhWaMUXTcsyarQCrqheftJ/YIVvh7W0iFHBUY0m4sXLsiLSkz17e/M6NsDvVEFR2de2tVEHb24PgUN0+lzrP6CQeAqKdr96BZXK913LzPwZ/Ix8gmav74tsYBlhEEFkiZKwSrDRcobhqT9rSYFM/xwPXXxExUvz0Zt+K0RWdQjF++3o8gqxU40Nn4nPRLrAHPumsk0XJlN9eJsK8HNaFJ/CnBZnVL+u40jer2IvrbSwVY1V4uzXXUh17u78gsWtHfPqx0bzPEfIiO284XVYmSwFXFUbdt3Z/UHerZ5FgPeaWmOjTIeuRutS0jhck2mFaj1LhVSUtUVTBDoPh8p4uJcNMabppQj6tlscgtF2bShjvzTR4iSiv4c4oo17fJyjzXKD3zixQI90TpYqecTHKJG+NXTsnLWujPB4Pjcd/J6+QqcaEVBR7XhF7i3XqQEhMo1sgkLS16IRdUzgtRYfs767Ej8115t7qB/BgkmdwTLfRaxWAbcniTVpv7ur96/bqk2R/5Q+o38xmTAB/seOFAWwYmhSfsMDocQQrwMBABPhrgQ61PphfTIfr2pUjEg2fdOxlN2d5TipPjGKUoGLjwvV4manVyyQj5Duij5KX88KhGm2FMqILf4fI+OnZMQVQBn5+oiJZKufidaigzEaVzdgWrgqk5jr3gVMnmNBDUZJ4rQky0rm+LQkMeH4TSs98WGQqFSWsHOPfdo1F29VtN+2vAG41TVnpbpHwqIvvhmqj55oAP+cdXaWvDhVoUHiuzH8spparoZYwSTj9Z5qCGot8ChDrWNNSLrp+zvUzZAnIRehy5bgi6Pdp5+NMvg/jdbuz3e+aceBH/xjLpCZyL1AP2Vicvp4Hi9cLcjS/q3I3C56myCt1bWdyYAP0iFVIeORpHTQ6EuB5JZPzXoyKt88Z5kY55/ji3ZU0kRdDryHj25tdyCOkg5bD2vjr3iyO3iQWQ5OS8wjY6trkxuxJ/N22ctlYQtWxPIIMYwxT8/h41zeCaSujAoJpdRa1lIAPOg2fFGK5NjmFguKLxqqE9j2T48xwwKs+IhaFxkQm/2uSMvGye8OA+cW4d81Hvab8CTo4VdklWrvnuU+vtoaDL
Variant 2
DifficultyLevel
541
Question
Gretchen drew the net of a triangular prism.
One of the prism's faces is drawn incorrectly.
Which face did Gretchen draw incorrectly?
Worked Solution
Side B is drawn incorrectly. The height of B should be equal to the slant length of D.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Gretchen drew the net of a triangular prism.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/10/Geom_NAPX-H4-NC06_NAPX-H3-NC11_v4.svg 300 indent vpad
One of the prism's faces is drawn incorrectly.
Which face did Gretchen draw incorrectly? |
| workedSolution | Side {{{correctAnswer}}} is drawn incorrectly. The height of $B$ should be equal to the slant length of $D$. |
| correctAnswer | |
Answers
U2FsdGVkX189AUBE0l2VgEIwg++fI2WZPkPLaazPi7sECXRkJP3BS/ugJlrXhI5wPfHmHlm6L2BhJEoZRaKYHDS4wiXGUR/xQ7rMt18yawrI2X+HugPJ5029dKw5b30DTu6IBQWvzmJx3Yf7NKms3WNuBa2/BzsWbGB0fuWseNBxkPcV82rsuWDu4Bti0CgO9sO/h4XY2X504UMYCs934znleWFRwhnWgUsW52t4+KkPEwcqiIW7RXChaY5TAcNHFuSoKE4hV45OFRFIzrWKQsRapRkqTtbbGqbC9u+Y3gc8q3P1YjertKi7xj0dl6nxcRTbitX/WnJTIy0YOZDEMnIbRlFDiA4Asi2sz9iNqJ/C6t11vBdqYHdKBRIGs+dsFBSXEFJ30b+TkaYcQzo9t3/CatUpLwL+vu4TC4vZ2LSfo27P6OVFHs4L23XBPddsCzTwVlZClDQwQSuotvGdCq+aAKI8iuw+lvkQPn06iktr0plL8wZtNbqvgTZkULHcZVs506kMSrlJ0VnE1v8Mg2SxLBh9AVVR8dw7QGLa+AwLzt8tw6oYxgc0ip5uGeDotqVhEFk2nD+XJYcnMIf3uoxun9NpNCzjh4sWRYWW0DTtn5Zt348lWyatvnff7ILwL48lJ2yO5ombQXsxW8CEFP/NoZAMzKlnOutqEGtZL0Bof8uvw/gwzqlomMfhB2nMunMki8mV5PV37pvlslUSFtj3Bnq2qKzYjTxH+UbQQgHlmdURUD7q8RvOuFpAXr9Bf2vDsueVcjHHJqvy6pEftNXG1c3NC9TekVXxdN+u7quKVS4xb7p9OBDn/fwawJ7XvzVMYhUxe2OLHcVcNvfCaGSeY5fi8MmZMgriWr7joqK2K1kZglQOSt7AhO0pwExdhH6lRJonkFqZXGsqv7ANusgQ1GW/7qPFMtOGukzk4Ov15fu4+U2W/n5ZeDZUy2uBK2nGYIUfGqFXuEv3F4dXwyTxlNwG2dOOHo8So2NjBUszz5lWorAdOGyl2WN0T7zg+l8tb4WuH7fl6rvVbVyZhM+6xlRgG9tGsKfd020/kzLArTnXbFKxiJGbGJp12KL2/BQl6oX0bFHuCeFR03dHRLJ+IfS4K5QUUBge40gfAZAV8lKv99iSCwfoVhnJOX6WB62bhBGN8ZO2fcXV1sKwfj2BlRGuDxxq5xitIIBNZIS2bYKVgQo5Srzw65k90gRzRjg/uS2AhoC1kCcHi7wYTUe2W2ctXPbUEQDCfWPI+YgQc8rTbnTh8T25WzKZ7Ex5mySYUqxozZt8rj+FggOYT1V+x5elCRZYmhp7+FL8ChKeyNQAhb7ACo+uPMiefVqewRFF5gGTomtx7lhr8CdjiioCT7i/be10d+WTV0CDTJdQEiVIODBbfJG9mUhOrcB2la4sXJJPrjhy3d73GnhMlhsfkWW84za3Cdaoh0yOPNQ948rw+CmDQirImnvYZKalajjfOOdemn8qsoxdo1scysHl4LdmeyloQkj3un9Hm/JkS87g/z1xkT0yngj7kjqHULESCSpdpjol0loziaQVZaG8/Mv2jfL1uJfccKWrA7rfWpnEPjq1cnlC9YaWS9OmIYpQUxtxNz0JFhoHMQ1nmGdjKfuJZgtCV9aPCfHo7QVpQUPbCLnnx1C2i9klSaJdfI9LeL3xRkl4PvlokWaG/UZpRAkimLPHasQl64YvaPyUjkafgLXgjhl4TOSSIoQahz1RIG5EUFnp+TFpvdYxq4OJuMDDh0CkIbg06Y6G3td3uovWAEO4d25fNbB5BTvS3f+9o2s8X4Q884ez5422ESWLqhI8DWo+iKHtL9B+RimVRNqWq5dzZ6UkeSX8nUMNuC1mWRiSxnxZ7tO9lhWAKJ5im4Qc/ODZDZjvda+26q3+6PEG6YdIA1i0Bb72HXRcls9Kdqh58Epc7oGzGRskdkPoSPun+cm7d/Jd/fRWFhQyypjPiiuDKNNxDpGZekWh1DZII/dO8XzzlqESoLgOEWEjAt9apSgt3ksy+4UKiLD5+RlXZrqyhUE5j0lxwD+170ySTOyADkMCOQEolhlzxlumI4DzywMEmDN5Tq42XMYYByT61UN1eBDTDd7rKqKY6ONIIAflGrfem2q9ah6uQahqJUA5zdSVkz9VIj52qvnERicThf1iZhmJgIuNXZq+8Dxj+3gATkjkZWwLUWhm+TJaNv/qVNStTUbI/JzTayrWg1S7w4RwzteiSTczCfC6GPCiRKIQ8uPV19eAB2ads3wwaDZs4O5mKgs9T81GUB0nN+gP4RS1TH6wMU1m5jj753uDLLf6QsElbTt8kHT/UrAKkUfhkxYCoqCrUngmPw7upfRx6HuFxE3VFYC02F1zUf14+whQj9V2DUWf8DgGj1ZTP7OGtUL2QZZRrCa3//Jg+ohymeecJ795LcGBztDFjNaDg13zdXc99roBD0unNT6Zqsnjj4Qwc2wjbI4XwzNe9CNepppm6csWSoTytU2jJOJ2M79PjQiOZ9re+uSjaXdRof6yqfU4k3wmJiPmuIWABBFQdLQ8C4rAomnSIGpKCIClLvZrwuEqVmRR3SuCENb6YVVZf0f0Cdoy8clSSXCbVIFq3EY3dXuhHbTNx+dieR8sRCJcKc5s1SZKUJfsynLdHBbEjkRCpwoK4pvcHeeXhhNvLm0GBPxyQGONw9+ppZIlFX292ZxXvf4QgvJvd6ZsW+Bh41U53MuwLRSu155KeY7sMvtxpBPjLXrAxBESW5wuCK1vXrpOnMAZWiRyzwlIPL3yU5nMQntQ5FR7ZO2rpbCfTNK5FJoHmjyOo3h3pzA1crbja0FvdIgNF6SilbCTpeJJpDqv2bfXt8uGfy+IHIQP4mMQXJT+GoVmDaB0wWw+i1IXr7GmmjIHtpKIUBJlsQYQML0nLs41bBT4nj9qMiau5tU2HElAiLZ4WcjO8IDkxAEf0TxeeEvtyUZRvOldunZO8M0/aqyBYByZNvFFRivhmTzupnASsERceBHfTCWRBCYlOyIs+yTNvZ+sBQWA56lTzQx1jhjEeTuv3YfjSDw7Xzur+9rKL1BqG4yKLaHQI6K+0gj0mHBtIHrRKh/c58prYY49+S2eGA1uw4cnnQitZC2d2s1QpWLrbOxm9zj4+9OI8C1Qw+fDQ0X3Wh/y2DYLjc3EPI0qwBI8PHHRNEJ9vlGhOliHn6whcy9/8MmHVUxuplJaiS2GW9i+QGBVDA2/vlts13DzgKzjvNPq8qBBOLzTTy0hMDZviFI2z7HU2ktMzwceNHSyFzy4LI5rnlLRpHARe2G9n+NMb8tfONtzEKT1IVbSwQe9x0wCXfLKmBzYjhUdLgO5yYRMLofLXVtHuiBv6PqZlPfDcLJw0ZHthhtdellTmUsyk324VuxsS6PwbdgId9uTdwEGY+2j+Vf4/XAkgdhkqwCVDg5w+Xmo37aoenE12DZJ/IQ1YsyaqVIpvSMNzoZUqm9v6cX0mspoRtCLLrkIaJ5789oV8A0Lv4FkWpI/xRoI5xYg8ivtoqLhCeDULk2qwtjdvNjgnXtjjwHgc+N/yRSZCrexFyflYsLU8whB7gn2OqQAArN2WmvXUB/9cU2Pd+HW7hk7K7hAM9X+RG+jOOdo1E1zF35nlCLZb1k3QnRO0WcAO601r2U1fkzhA5VfQZVdFOvoJX1dEV4XJAlCLaqNdhtQnB7Xgqz7yjXfrUx47rDhT8u9vgWWhcNCaYglgxUuvAIpq8bX/h+DMJIP4jqlGQe7o4lytE3jKWEjv27huDnoNU687durJRAQ/h18GLxvfTjgrx76GKqkCe3BLJikUJMmS/VIr+2JtrMW/Gny4N3RLp6t1Dvy/z2uBQJV3449pvF2MoRx9Xqfm9LNwkxAdFqhuLmvBUqpz3DGwYDy6Iz5lzXevQuqcS8dPe9lwVWPXiiWvBqOCjXhATGFClwnxj3GEJ3uvENWqn7h+8HJ2DR7BtADpRluuMgHXDQ3A/KHUkcA3UyTXtJQoa5bJt7hBzIN1GH9Fn3Wt/KRnCFuaLSAt+7z9+p3yloM124MxL5yoNn3geL0qQt7rn7rQP8Pj8ePA8kl2e5v6fzgr6DooAHmAtL1b8rrU2whOxcx+rPYa8P8OblvfngJxuNSTAzCiQCe/ThuMqg8RkWzadKB7XTOiULp+8rO1lmmU384lT0JgbYQBmbtFdHPgud09cY2rAJtvuY1UpqNEPY3oLmSwN6RdkmDLCka/PFzmQqSLX88a3Dyz2O9O5N5Pgx0t0eCqQk4ryIrjtI5lONEgPyMngdof3yMPKsrviUWajTBYoZPcadLr/M9M7lAHsNkb9Do4OhtYSmxOhco6fGOSiyo1GkDxaFyATXqLC0/Bsy2iIK4mIiaq1HR0vaHQbQjHGCa3oC/3YDspCeQ6b1m6n+UMce5lyri8wW4gHNf9Y26lPutcrs/8HUCf6ol2u8gAnP+vk42P/HjFhgu6dvZN15ZKZOsTjLDTosEiBb+p3eW5OCGV/QpoCJF/KjWt9nPw2wnqHyTR8GdVooSIt022HA9bPEphnMR7Sza8pjUpp6gKEII9tTGaM5ka3YM1+UPWx53jDUOkPLWfll1FqErIYp531UoVGScJjxRoBmzHZx2FrveF1/aysGhP4jaxMVqnb23/Xn4QODBT6E+k9KRnpjzydg5RN/nOBssgaTQVEeHExnx75ndz6Slkt00yWj2zgh+Q0Hk/v87uDQbHATSQ/AFIT+oDzuZCFV3SMyoPYD1OJuqVG8Fxxx4djm78b5iewyo0HGjYKa0Uxow1z54y/IQjHTJMblk+/ID11ORQkcrTcNoVidvd422UUBPHkPBPEfxH7W9v8C9AXsB9QNr3mWbSNJ6oqxt+i9IPEsFpd5PgkqMnKvgy/0wvl1x3FLtAPn75j9Vj0yxopBPgJR1Vn9VjNniFUY6f+j7X+Ct5CaJi5edFBv70jTTLHHxJBFuu8wNwEW0CAx5xYNDOdAh1s8jNUDdCkm1yRgpUEIiWJkX4cCIIklxH4Fwxd5sQ4ULQqlUbFbk5fGto5NmpTYYfLASGX8A0RVZUfaS4RVJntS5NIYYe6iifb4XOeSNofA1C9By1FWRo8AUcl/7GO1O76MTHXqJtPtlacMV2Q+o+NMvnVolEfsWmCVHvgKkg+4TLxc8zpwMF2G9yrfPKbCu+UsonlDOXZgrjZN26SePpG+pVjJj9GsuFrqCCzHdOrIEIlvk4dmrCjEIQhKlKQ1Q1lJNxXdDYrvQ4KQ0bAymSvkqwX5leO/oxuu1KfFH0rp8U4fsP5ZsAyaLm1oHrk6UNnpduHgbz5cw6ucj05Xii67IHD4XZwdfLhXiVnKBUm3T4j4mwrBE3C7SWS/OpZN/0KOGp5uxHWBbOCEY3GgN4Luq9WUIGkNWdEpZdkWCVZfZ+OUbv8LsrxlqCm0JWYNhPt5/CRz2m5bRUYJANIUH7eoZyBlXyytdu+6WMMsMwAAg13f/PgnjoxFjarfLAZGg+j2dy2wWaMrEQvCx0z/uduZaIrxXtoniVvau4Sbn3Nk7+ThEeuZDRz3+ZULxBKO25vYhbpACF0TWSoZnNtlfr7bYdikSGPVLI4Vx0oW0E3CO/DiANcPs+hx+aTj+x16yViBrV7eW3037EaCcbgiR4BloseB9d7SgdJFe/2jJmLm8Dzfzh+KB/XXmyK5qWMS4ZCMkbGz08kotyQs2EFsgMQBg8punCD8+ujHj73L1cSzGzsz2k8HnKTW4cYtZQbsjrB/09BXJqmAOVAtOQ2+XGyOyZhg5MrEZrqoKAGQTsVMqCHO4pUzaYVKshGb0Q9Yf1VvGp/bVczf14BHDPINz+axvWnSgLL2u6LEGiAWKXyBcaZ+yvO0QfpMJdl3QOLBttGT34pSgowpGGOWuoPG1RB3idEZzevsH543fC7nNOlU7+b+UIFMCr4juEfjPPrn/WnNPe5DssIczvOPLtAu6Snd4TaPtGeAxmi50tYKvBBAvGTwvoySXmiSDN6ONZgnU/gWKF2PZTmGknvv6e7ZvnIrJLmpP7ryYQAsuOTLjcZJ30vdT40GlH6f7rVdskxMwowH6NnI1g3rDP3SUF8TihA8xXtWGAyjkztT8dqANyvm2wwAExv0updaT2KftSZ3xL+07SxjauFkzDj/4T8j6oaZXmJrglYbrq+rmx/JjNt05ekl2yVDfHLjbzTHd5WNBjPekB/b/LBzZlma9ZKBtOocUVFVyQFxY+bzc52foycj3DOwoPzYYUnJFn5E7I+GgvmOa7E2yjG0S6MwYzF2nYEcONnsLTZGyGFKWlxZPTjDB9MotDbHpLjjRoCNTwbMqNkbmKzuI0EU+n6YQXRSy0TLfQIm6napDytkNrbAlxPtqKrpvSQFoayBiHypcLdrApcSmJFoX
Variant 3
DifficultyLevel
543
Question
Wendy drew the net of a rectangular prism.
One of the prism's faces is drawn incorrectly.
Which face did Wendy draw incorrectly?
Worked Solution
Side B is drawn incorrectly. The dimensions of side B should be the same as side D.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Wendy drew the net of a rectangular prism.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/10/Geom_NAPX-H4-NC06_NAPX-H3-NC11_v3a.svg 200 indent vpad
One of the prism's faces is drawn incorrectly.
Which face did Wendy draw incorrectly? |
| workedSolution | Side {{{correctAnswer}}} is drawn incorrectly. The dimensions of side $B$ should be the same as side $D$. |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
545
Question
Ken drew the net of a rectangular prism.
One of the prism's faces is drawn incorrectly.
Which face did draw Ken incorrectly?
Worked Solution
Side A is drawn incorrectly. It should have the same dimensions as side D.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Ken drew the net of a rectangular prism.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/10/Geom_NAPX-H4-NC06_NAPX-H3-NC11_v2.svg 200 indent vpad
One of the prism's faces is drawn incorrectly.
Which face did draw Ken incorrectly? |
| workedSolution | Side {{{correctAnswer}}} is drawn incorrectly. It should have the same dimensions as side $D$. |
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
547
Question
Betty drew the net of a triangular prism.
One of the prism's faces is drawn incorrectly.
Which face did Betty draw incorrectly?
Worked Solution
Side B is drawn incorrectly. The height of side B should be equal to the slant length of side A.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Betty drew the net of a triangular prism.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/10/Geom_NAPX-H4-NC06_NAPX-H3-NC11_v1.svg 300 indent vpad
One of the prism's faces is drawn incorrectly.
Which face did Betty draw incorrectly? |
| workedSolution | Side {{{correctAnswer}}} is drawn incorrectly. The height of side $B$ should be equal to the slant length of side $A$. |
| correctAnswer | |
Answers