Number, NAPX-p73124v02
U2FsdGVkX1+EbFmkOe32bwoGKRTL+5KBgtI9pE1pKjwqcIGAkU4innLBOq6t1h36cvR+jwbRAdZ9lgm9IDV6hed8imiU04pnLGpzIfFLsQi9vfLV508JjF8iqd7to6FNdwIh3usqYGlD/+c9SA4k3mfqLiNq64zIJ65qFskfLcSHjjYsv1qUElpF1ICN+u1709uOT4QSXCy7u3V+O80rHocSdMllfXD2LM0TD3dAanRhdx6jGoeHNNVOv4rebvRB0OpCoipaA6CFd02QZ1j9lWCRE7EdR5zFbCvJGRqyrAbs/VdtjuGaZjsmo2MINZld5G973Aqgg63fUaNT6SN2fHklETYGiI3LVC+r2mTIXdICKjAnenh+b2Uk4A9F2j+XAiN2HQQQCBfxF6cKUO8oLHHdzypVeXXMpt4lukiUDWCp7Gc/PFw1azaO/sBgFrHuw72NfmIE2nlqw+3IBnzfb0N+Au5gffisRL2PD7Hz38lUdvwJYKmlXq9vkyS8JlJlRGfpP2dBGMlzUjnqaGHso1dN3pJ/8BvHne5H9Nn0YoWaxCmPkLTlOg1r1dwWNdrWpByo12YKyyqe1NdG3IkURPhAyur2+i5jugnpDUcsVCdd3nqVAxIavn1qoDJJt+KxRHFCexiqRV9NR1uL4ToG2pCwWnusE5CZaZTXpwhxuh791kz0LP0jTNvpJmy9Wy6gyV+QEeY00yYmfvTDH4x/+0AGMU5QyrIxpgENYQoILMwVXNxNmBqSU7XjnsGaoI+R2xnq/ViJJD+qSnNiXtQQMzgFHbPrsf5z2lOnOScUliObGvjxa5gm8SUBuL4Qr7YERcKN+ZXCT8ijHz9RqUPeuxuPHW50H5Sw5cKWOy/TVZBKBbs/Rk6HAcrur2kQP3Z1XLblm9OMZLlPZ3RLdIEVM8LBxm6/qmrA0r4j0P7g0SfiLSQZy6x6pRhh6Q/cQS7Z5ml+7Spluv46QOM8W1xhOCnWpuRfIF+Prb3BAI8gsKfWIj09XB7fzlclYpGpROFEoGNl1bdQsLDRu30diLQo/JtkPfHgfsTWeZlbT/LE6GLhZeIrYc+IRLWjJOAO7Ps68qX6fhxd8fPj4wmi/OzsqkwTnXlY3q5bHJzeVQolNgD9JNJmXxyqRqrDI+ws7YYKgG98kssES247KF+m4Ia5padp172oLulEIuwNwj7aOZcqx+fhdSZrMid0NtQ15cd+TxiIQVghFIMhHjPaXOnLB5RBlrBPlTmQiIvudI41NXW2TVIOLCSJaL4Q7f8M2Z2U7RwmizmUDBZF2BjJSD/x/TBF0MHhMx0Gsl3g5iCdGoWYhyHXV6CmERx1hl09S9B32SvNEwKLlBUkwoArhveUzqGJykO+TAELYrXdhQfHGSSa90SHhdc+yah2KU3WxwFk/gncAJNBE7Dp13fKCDzZEwgRg2y6GKzXvTEaDdm1aRLEDlK9o+LugXsDCkwy5nAJVl6Z6FW4prAV7tIiRjbuNAAwbBOQzD60ur3gtHsuUzw+Tf0ROfFMNQhtmkxe9zXr4R+lZM57hz5xbOUglPePkpN5oe0l9dH8W4xCnjJgzKwUwox0SARLclj5m8dElHftomSbCvhdnsX0GFwcQoVXj8UOh4sixWmD2dXio9+3cj4yZWnOqxUWcnUEHQlLSYlyX82Rlcgkd7EAUlh/4vlgz7objhjmBHCIlECsFVLseLNyaCe5rZwG869XZYS3rtoBELEBExNWqryfkrZhamxUccZfgrxXHm+lJiPIKg9MT9yKl6dx0nzTrThCG39W9fTJSkZejDSnebSbdLTmLLKGaAWFTryPpYzE0goxdpYGd0O87vR8ky6Su1t0Fsc32cp3DsM0xKqQKa58c7WN/cC+D0jeHjaJ4xw1Hdzivp7gg3RATblGInxvlcIGO3ZhgB9klHybFBvz+jx/bhrH+OcTiuoDqq9fBJ7XVMSi4qo8KNwlF25JbsmoVGJNXWxLSKO5gFklHAQybTNd2iVgeHgaL8ZLWDFTKlhBh0mXQMEfhDhqLL3L68S53XvRn7ty7FR0O5WNqvTJ0F8uu6ctE3thp4Fh4JX2vZno7pv4R4M3RWellLbk4tfSK2H48UMPzqs7WYCWW58vHuubCBxFBa5Vfr4TdUH+qbMwy79GDwm/j7Svt7Ym1fqNTDMigrGtIi6JYBqoApWPLSrK403fDpg0s7YqyVu1z4nkWaZgVL8WZXJTN12pnYVHPHfa305mXLfJ78ApsPsOtEBHpcxi9zcEs5g1E73iGoU7qRRPdlWFAA80SWHXawRR8zhxLZqIvmsD54iIkbIVMsOP7xG0QOCrgwAUBIdgFN8Q3CJcDTUwGtpJNMjXyZinITcFm+dSBblhIual9B1zUDTUKW2WGy6AxYld8QxWARHU9Pa0/vbkvhaOPjfr4v29seGMezBU4eCnQZsNVooEnGEqqrsqME8D/KREMI4O0Ybe+laCneOFIER07sO/SGgRdZg6trgUWX0wLkDiyosUkYBEiOWy6s6XxTLD/qRdoQ9ggW30SMKZWlMTMkNn8ZKIsYbmRjjwdqiSbO1imnzs5ymK3fQVG7DtFvevpIodf4ep1kcIZgBTbg5xP4lTTVLIhKxlG9odke5/MLHHIOfvWcsDKSXSXHSX8rJCFeZIDXyG9N69FqrLv0VDa6M6E3MXciHG3PN7MMn4xwisbznIVpiO8tICDmExgxhprYi6hgUhbO5alnhbxByOwXb9JlqQIPibi6FjYRcTneVnP/GUM0dT/lxiPYcTX/d4HQpPPmD432H6zQbBMw5yHt1jmu9qxy6zcPjm/rr3k1t2DpYJKN72ReD0cN4t21Xm7ZulXuZVACnPTeHpDjWNsgS/FbQePrcfhvBvibjSKOHhQKxTm5tkmsxP2c2a8vyfKtvuQD2EUTPEGSOqqpCe+Uywalakvcr2iUOcM73JIwY/mUR2tXVRcWKeEs8xWHh/KpNV7IZUN4gYhXyUjW1JIRvjosbrMg7gdiZ4AT2XMlUT3cZyFuMWJCp/Eb7dWtoICvG5+hnFX8TpD3dtc2l2kmFlBOmAYW1/4te3nb1n7CYD8WCCAC8fS5Arq34khPJEZH8gfLtlsBsmVSpUcD35+tAlNHUSolJsGem3hGjPJyRq0yuC7noESdMET1nJfNS/5EnDZF66hsh4GjrdLTRcmA1Bzt8zxFBfJKbFwYagGrWORbFYzDsdjZaWWv8FemiqXqrzaEaza7Sx9A0yD6/t71zxKnFw4G0ngZJ8ZTpdvT5bNxscYb1k+fqo8LKXXOhATFrgQSwiQfL/FIsnxmR+uIlzJCX2xEcTSCMEH7vd+Y6OHtpziFknIRLL+P9iv76mZZ+6aKcMbw4A6pkuiOk3hU7wsueD05fPWk9sejpNd4VRx0o4DqMfG2clnKTrjwI2w7WHsFEG8kuCfokB/Mmz/+aGZrPUhK8Npv9p7EGA7gl2/lv/jmiEMOTKJOwpFXdwlyEqNt4Ai1i3cIvzLv7dOQlPaOvQvwUzHPx1oBH303un+Dl2l5tymIpsZnws3RHnkTWmQ6AAjjCARC7iLz9hB1dzxgaSbieCvAzrxEZHRY9GrnSSnaBx3ZFivj0DCzw9cuRMCdllWyexFlQr4YO2lcakS8RevfY1W7IRRtcgsUr2rqU2SHs/zGbKYu7bO/Aar2fA6+p10bfeb0THcO82YjttfRnPy6sEMG8rsVoaZGEIhtmpu9p6Uim64fgFzmQH7t7mIc9J9upBjkbQNwc7Ts1R15x7PPzF4+Rr1Fitrglvd/Dp/d+0QYNcRfgEkp0nXh9GGQitvrP6GQGuw37IwmQWoKM9bltc4aswXkau1BbAkdSU4udHSH1Do/8eDtsJesD7lpwPap8H/2iLzos2LfpT0k/B141R0kAQQbKBuCBHcFCH0Mnmt2hMWvv9onhhR12UW33KyxZ9aIYIFU5eAohDhYRUKNaFni12fAzesH2Nrsyviccwz+xkb9zaL0wLYAh2q3mK8ez/MnKyR51P0OaZclXOnEyWgutPZBKEA18/rmpTuo9gzn+12hQsl0rGZmgRi3NpGSQDo//76HCYFQy9Cq7TMOQGzorhp99byKrjAyM7btY6i/zyNscnLbI8LSs+si9Q3S2z29R2VH6OJXISCPmAjuZIhkjFII6WddywEBzHXfllUpB1XlZHBaKaJXYv6rH4EZ+S8sRzjsu5C26o/4e5LYe6/cM5GOR2GKdmC+hnWrEUTiwarBIb7+IjEas7TmTF9jTaEvBYs84/M/h113iOdeM095q12o3QITbYAvbcDjYis9ZGzhYPKwf9jw4VwXoIWsI4WbFEbMImu+7NYrJ4m9BKLpBMRDdo0KYj2mwxaXsjTCqHWzTTxV5pzWNe+2+lIJ/vwINMP6Ot9HZQexCOQilqx2ua/U9HMaNCyFsCIJO71nZGtqVbBs5imRh+vVyMbigtSvdun8/aDLS/HyVbHAitjfJT7YLylaVsz0W924B++3AYokNXHFSwgE8G8vn5qRO2tHH6QdksugkEoTAFzCt8k4vNCeS74Vfk5/hL0FBo4UtHaVG5KjM0sJsmne/kKQ17yiQsl8yOHKFgPTuDcusgb/ytSgKhNTzLJ4J69R7Gz3+GhXIa02NP8I1j2nG7z0pdEVqTLDEAC8rntxY4BS/eLgu2moBJjG/aKY3Ot/l84ciToQXwwqeP4vTU5drNijAGBnP1Hf5BGCuVco9jrF5gwHQHHLeHb9xkDK8dOt0JMRzuuVm5EpvG+nzk11T5Pzbo8x77NQCfWH38NEBA1VGk9MVCXf/JA7Q6cd5EgY9OvibRs04tQycMIR/BzyQg+SPfKWn4zhUyXgvbKF9KJkKzTIU3c3ESS1pZE89hWFPle6x5YcnscnxYVBqEI6S+YNQeO1lS0i/AAa3QpNOOWAG+g21MXT/3JfbMZSHYOiOr+C4+jQ6w2GSa1DzKGxrVhUxYU/p9liWZP0XFQisvbxyR3GtvZ2KHP+OalPgR4cbz2LeoXE0kb9OQur+4nXmn4UShPqzJVT7Mb1zWCXc0AdKMGiNObev/krrPMQh4uTc+HAJr/ViFCM6ET1Hcycm53mRtO9/UaHwF91PkG5e9tpz8CTVnMuFhdd7WcoaYO7YEoSeCtwtR4dqbROVPNSRykzzJmPCQuuMGLPlxI55LgOgknlL4w2z/wJSndVzXIJPReoX6y3yE8k8p+xUytQ5s4wYVixQ7CmdBkJDLVN2mN95/Xij2kW44qO6JGNtE74x9HREqtyMdpagfJaD5fvOB/1f41gZRKewZdGDG0q87PNUrWR4ZD0q+oqC9RDj8rWKoWZTeNWJmdvOyQBnc2NqmamQdAoBlJb/KZsTeJuAFJDDKg5szmww6WLqpg0skxI5/Yt/flagh9I8HPeVAE9W3aMvCP0xgyLjlc0cfWzZ0H5TDMwkjNy38lukpKBdeggSeXAOZNUGrXndDqIPX+mlisoSyXWfyPxTAUnKV4mSOd5kuBcwbq0ICVbBhDwoYZvhu3kVFaGFV8W6F77hGb2cEBQFZv6xO9NkAzBxS+hMPjILiMaJgFOp1PZ/DKHcb5OFXM3JDH7lnEtNFi0yoEKKFvnhjFlPwWaOYHQ+selcMz/2kClgWd7DAWnYmqfBbDxY7UvcRTU6ziOLbrQcxxiFM+Qte5SSNojXeT3suOwpzRoNlEFzf96WWumo71cy3J6lMMSp80kOJukZdHmNtilI4zb2sWIFVc/HJElayi/MS+Zb3mqusWMHcCaH+PrrVNImxdsP86qeMrtFaf0CPWboo6EcLJXWpXDv1FJZii/ZbfzkItCsToEJFmaSDIvDTuan/5CuCrKnXN+bfluj0kzK9DtC2MpaTMutfBBTfhZx3l/ps61nxqNnbEdpFjVlSHVe4LnQubit+fw==
Variant 0
DifficultyLevel
530
Question
Julian was driving into town and hit a kangaroo 43 of a kilometre into his trip.
Which of these represent where Julian hit the kangaroo?
Worked Solution
Each spacing is worth 41 km.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Julian was driving into town and hit a kangaroo $\dfrac{3}{4}$ of a kilometre into his trip.
Which of these represent where Julian hit the kangaroo? |
| workedSolution | Each spacing is worth $\dfrac{1}{4}$ km.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/04/Number-NAPX-p73124v02-iv.png 240 indent vpad
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/04/Number-NAPX-p73124v02-iv.png 240 indent vpad
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Answers
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
Variant 1
DifficultyLevel
533
Question
Axe went jogging and stopped after 62 of a kilometre to take a rest.
Which of these represents where Axe stopped jogging?
Worked Solution
Each spacing is worth 61 km.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Axe went jogging and stopped after $\dfrac{2}{6}$ of a kilometre to take a rest.
Which of these represents where Axe stopped jogging? |
| workedSolution | Each spacing is worth $\dfrac{1}{6}$ km.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/NAPX5-29-1-1.png 240 indent vpad
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| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/NAPX5-29-1-1.png 240 indent vpad
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Answers