Number, NAPX-I4-CA03
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
Variant 0
DifficultyLevel
460
Question
On Farmer Jim's property, he allocates 2 hectares of land to one cow.
How many cows would Farmer Jim allocate to a 12 hectare paddock?
Worked Solution
|
|
| Cows |
= 212 |
|
= 6 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On Farmer Jim's property, he allocates 2 hectares of land to one cow.
How many cows would Farmer Jim allocate to a 12 hectare paddock? |
| workedSolution |
|||
|-|-|
|Cows|= $\dfrac{12}{2}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
U2FsdGVkX1/BCw7zzDRIV8HlIZIglsKYTmwHEBiKUtAsQ7cZL9VoJbaWvE8yH24AUiufW0s0n/JxbNiqel6wzL+xVTzSbITii6ohrE5N+DMdTSQuYg2/zCU4TAQzacxnEPxYeNBFh7H5ulKf0tUAgGIMQmgv43djvPJOB/h7VkFCxvoykE/7M5G9q4RsiznvvGiiRIjoQo3mM9pt+4LYrCmaSPLAT5G0yD3O0417F7/RD/Tao6UDQr3f3WcZokvhbPm6ZaHqSvTyJ7o3DFdSm7NweuXt7YdA5Az65uG3OI6L9pBZeyvi2WbBwqd6z0xKMolcTUe7UhWYugu8CKyi8+gxD60e2BJ6dBBc7D9my93JgKAL/U3kZCg5k4BjqXRYvWqwv2qCiRnpX05ICIj5IgaLE2rTVz9A39SwMzRr8uC6BsmvShpYIHdLlscY90ikR1RdFqx3My4qBWhR74HJgKCTOZCahMTKk6wn9UOz1CFL0TgL41WrCwze9uwEu6TGo+8bSb3piK5Pp1mqDyR8rLYvHdzU8xde5BfJSdNIa9bkZm7++izr0tToUjq1My5ZFcbeWkT8fSZICS6hWpyy853apt7xRpxogvDKEklVlnnnbT1dVYQw9TtObJCQWZtfiqE5EQx1DWvDOir1RgDdJJrvRdV4fQmHducQQa/FVQckGD28cmQGhVLByEehOvVhn/FtOfkgtanBF89/fAPR5KU+T2i+2a8utMvLYtSYSl0br/Yrp1/I1I12zQpvWko3RVFC36lcZXTPfLg85HkRRJZ59m8d72gA+63NtkhT5n7PSpcU2E9CqEmAbBiWEvmC9YyvHza16nRF2HJcy4FpwdcNa5e26YWrS7cFsVurVBiObXo0Vya+yupRvf7dPDKtebRSYDydwyRsaT9hwa3roFjrjTbLWQKucvLCePRzqqz1L/zXzudt0I1tGBao6BxpAGDrCD5nTBs6PWGX/KDA9nb9FVuYfW14qgtETDokBwBMDrWomQb/Pzi/ErVdsk+WDSdntOUyIZlsl+UBzu4L8/5NqLCyYSxyOQo/WEvasrK9w1Qj+ErLtaxuNsvctq0CKUICueGP1mteXduNUxIp1zgsgrP8wGmAsmqkqVOz4Q8hBtQVT2vQFsEZUXXOHJRwgBQoQ5L9I00S/0fkSsX4rR91+aNADH6hNmm2p4Qvh3baR/jivGdiKtbJniEDSsfpQLPQJGCnbqAUG+k0Bq5ieNtWcX/HSZl1R3UaUpaN1CMFlFOQtEelc+upu3bbMMJhoGO5UNnyaNSCx0onxSVfLosbMPBli0KH11cWuSO4fYaY6XuFUz5qwsRESkkwTTXK56tcICx24qo59c99ED4PDtwtuSpAXlc+t1xXkzY2eANijnCUBYhGA3ADsMbF2/f7mHe8zM0fAD3ir+L9/Y3NAwqF+P3KLRs6jbiHp/AiCaunpQ74ijQ1+y3VZIY3iwuOKBPji8AN1vCIesn8QEPD+GPK9M+COORCtYCw564lgxnBE7lk0ECAn/heuYDsEAeovqMj/TcUI8Kdy4XbKisTV/0A7PTU0x5XrXUByhLFRjqwo7MiMQBSkEFGrkzvu8J9T4I+RI/A6BCO10T/RAc+J1YH5tlpAQ5Ahnz+S4derpEtExaMk2UiTOy/urnGjmkgY+2ZweTviLZNYSEecfIBWNSzEEaxYKIhZksGDpmiX/5KNtITK86GpOxy7cOKZ7p7FQYIsTp/zJ0jAikKsEO83O7fTTCi39de4R69pI7Ua8hLYc++zBHQC3SmbKDdNtahXyE8rR5mWx06VCrwxAT/BkSGcM/SJ2W8LBe11sL6J7QYI8j7Xx+EtHK91EYgBG3WITO2/AGClhI+CJ/wsY8vTp1WYCPdk5HdyMMva4iZgplBSsFWTzzyIPodyb4RSrvDd4HsDgy7G0zxSaeCcvPPk+Dlbm8iPfLJ/9oJWhuQxjbl88rDkdLp21qhLIHFn2I60KeMs2vSlLVUda9RSkQMo+V9V+m8/MizO81Ag3cf+geXlIrry+oVzOWx3DJX4oKdHYoTrchsa2T2Zp/hCo8TkFrhBHYa0M2VoOhYzPru+67wq7ugSReBYsFWkOU40jbxUND/hUaXkePYLW2pzy57ezk6JEMN86Wr0YwfS9bNVzg0WJVDnIXzag8bwQtHRZ9KPSVSU/u1OErbnV8EKkJiQ6W701j5nNu4GqY35IsybIXd/QRK5xXiQu6qRxV6SFgQkH2DT5AByGwbsjw/ghDV6nyZfKM2OV4G83iRKOMPNX7H8ZgUsviNALSCl7j+K5ompltRdr6EuuHOC1QVL9ev+MfsgeWNEtsNW7bh1fd8zMHAmVTySOwQdHguIEnO8b+xZ7k+P7jmOtEAV4rRH1Lep8KHQfU4oZvHC6UMUR/AEwh0Me66zqxYxbOEZ5SmQ7OqyQCwKJhnBZrgAmuv01zpLRWjPWNGbBva5CsTFl9+0PZauhS6XEy+I0shRXW0L1SY/GW8eILrwsV6mQWQi4BADVXQvK8n9KzrtMkVZdG/kw4vQqCmDZ/LdBhMMlrbD2+8/sdR0WkPnu32tJ7i35nW2hk7SbQ1lHx/A5HRVnu77P0p86hN4WFdeitjZ0eWUtgQJT+4USR/KgP4RsNbUxRGGg2foL88JXtGO+Hi7uV+Ad8GwA9p3lw0QdDFklc/Aq77Xd/r9giSpLwwFTtUZgQ1GsFbIdOqGPn83HFZb+CAnio5mbvhZOd60P2xkuBO4KrZbPu4v42w65K1z/AlNmxSaCX2WdC7pagXZL8YQ9iO26mqBjFmHp1P9SPX9uQorpkrmvRmSQrCtPCHXp3gXtytUW0qpEj+Encd9rBZJx1o9KHxTpTm8JFia47KiRft9OIhn6DlmVyXrZV06YnSOcujl2/5Zswq0K82Z8Y7r+k+LLLxkIJ9Kg3nFYaa0+oYHPHrIJSdERFhfMJZwcONHK6mYF+548s9KFsTPjGcHZJCe75YxeR3gD+kCRq9qlYSAD8spslZqy+VcKlcieOx4Aq0LPmQ5I3XHpCM8M0CzDQ74xgdi7+1OSrs36tSfVR86rUdpJDCuzXIjF0IeTswZ+Wf62GyMjriO8nlNcQgP8aUJyf2fn70E16mD3WFwqxLZ1a3fx5uTGlwrCgLHTPmGyX9g3OYKcd70tq6PmKdBzReg54=
Variant 1
DifficultyLevel
458
Question
On a fish farm, 3 square metres of a pond is allocated to one large adult fish.
How many large adult fish could be allocated to a 15 square metre pond?
Worked Solution
|
|
| Large adult fish |
= 315 |
|
= 5 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On a fish farm, 3 square metres of a pond is allocated to one large adult fish.
How many large adult fish could be allocated to a 15 square metre pond? |
| workedSolution |
|||
|-|-|
|Large adult fish|= $\dfrac{15}{3}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
U2FsdGVkX181iWK7cin3CTdU2fp7vzIF1dfM8ZALS6OoFaOE4yXFTXIRJAkrdzX66MZ+oW8CRtQNz2tqHlDUxCvwWh7Zc7K/kXlsXdD/kfv42+b4/ptt4t6Kj1wUHNf22ALv46xc40nZjLrrsR/hDABXM27N8YG/NBhaaHjeGDRNzCiuNvbqEYYHM0ONmnPhrwPUrIFhRH7LmajckaSJHGjadr4ifiFKHzTEPLk1yhWWLjrPiUTAqluuh01yM728gjJdY5L2PCn6obs3cPmlggJbxM18A3FykrNwxBhS3uoDZfy98yuWh5cy6RQwdugQ12aT4n/sAhNgrzbgiT7WmZzwUe7DyfHKawHRItn4dO1eqCuCT2jL14N2/44XdC04GClWWmWrBU8HrULBfkjtW4yq+diaOUfCbAt5f5bS+Ea//3q5d0LLB18Hwemmlh918xNYDHtycDKUtCitU0RlVZ+IPQLa77idsEni2NUGX5ndvNmgkBUzIaqpL07BFhBLSYIr3R2KzsnNGh/+Jmnm5KZawljPfwJ32Btq+BHWPpyu6a2BA8mTvpcujaw2ZXJ2gbJsmMuJAvKMnk3htclaPgq6TW98KAGknctwxeOh8T/wA5zD/nIdg60SS7njJpq4hAHPTUdoyq3msktCrKhLL3gzaAvtUyGGy6LMFF8GfFVq4qQyPtTcCo+CqsqkApZ8OeYr0XNRqXl+gtAQdBCzocgmjVqSHktgxu+rJob2mo8YSDGss0dQ92xAmBDdhYQ4GrUYMzrwPz0D7QYmGpuukHLUmft6ryq5HsyPS6aLwL1KBBkdyEHD120vbsPAe1oC9Ia2RrNFlTsy/+twmjr/z2jD5dIXIGdDmFMLeVGUA3GkL2SdAjlXIu9xxfAXPBQSefg4U+gn40MkFvJsVfd2c3qdjtsr9yGYTcPM3gvPpXfomkEndz8YBItuBWaoRC6yVl3YYN9UWhckf5de+EaIx3SlDiTZjM7+Wvys0fxyxkoogYWoBnZUGXsmzZP8NioF6MYwPaJI2HIS4DSZA2pA/dW9T9enCfRXlLSsKdDbOqHYuEkQ6WPxSNFxEc5X+60XRuFy0qF6eSPk5D2+jZDTD1XL7OEMcKyXPbhr1S4mrLiRZoBZ/hG8R+4Nz3RMDm06rHOHo/ErrCJsBKk207liJko36SH9ZFHBmBSwJhqT7Nc4DsZbcsxDm1sQdppYz7v3zWVuEVSHOyzLQTL/XrhkWTE+1M2eZ1oLPpMSAR/9lyk/52hyrHUynVvOzSUHVpUt7XU9Su9OR+8J6LzIpn3Y8K75h/Fo3MrNkcWBEl1M2Xip06L+v6H9wGMs23ikG5GykrBcLYqYrx+jticdK+xg9dc+dNHC2Urt3vTOAn7/AgHr87Ptsm5rZ289i6tM5A6TpjMBZgfgDQfxpPyMrFsLErtJwqtknz8cpQ6VSdCc+MxdzBosVUhEdDr+D6c17CiEF518zMSOftBTGJQCB3WT5VdYloecY/pipDyuHNojtLuAcNTWa6+PvB7oghBn/GPlPxpkLBLAwGx0Q13vyiHrVEkBL4r/+yv6yB++PlMIxprEKhBsMEkBxfyJ7lQAms3LJKtYi7j3bfsyClbx3vr/cOIIGYzQcIx50MvGQDzinG1F9blZFdWPRbifPmzB9povkMVPwSK6p0/7penRh2PcHBn+YRbFbRcAR9pS1Pj0z67qyKZrHvPmCyl7tCPdCeTn19Uci9Urvj20oPmAT3IkmmV8QnL7AVN5dafCYjij/E8ld1O4S0rjynyFMdgyEjU8XEmcG1b6E4s6JzL3fie7kAxLH6Nl8gAc7B9BS+i70SY50Tshw/6RFaXpQIEXc0pMbEdgE9+EaPjYyHUoU0P9a2ztCKkSHM4Mr9XoeaBls4l9ruupZXJWAgynXTFRrQJDfH6PtLhx5xO07eXEMJiD5xdpqiI/VYTfwCaknMl7g4Rqrq3aw3pVfBHwMkBcebg5BSaSYma7jFHEcBXxWJ0Y1L/jzsGAqiQsfk/zJ4qGIj2GWtAgVSkphSOCfoUj/6C3HjWdt1aIOS9xsYdaeY+uWx8wSae7mG+GB8eOkubJUpJiZmmnGxekGviqxF1qY1Ex559ybldpVC3yiWcsuj4tQzmApCQ3ePI+faiJgJnpb6E3zSHcyfWnCGlbI7V/38dBoutQ3jscfDKzoL0LSDwSVHGGgZ2H30s3ej1u4MgCBQkeF6b1BcNSIWd+7C7g+OzI78t8fjz1f3j7TnUYhjkTtwLJKhZxdAvMe3toemPAFv+L8OSDPJtiCOa56ddPGhCt3mcbUsEdljRDYStC3GGlJNA5+iwTVnjOJ2aoRVR8J/JdIc172vX0lhRsfNOnRFGCGgs12hA2v3tQg3/60GV3nGu4ZYbLWXmAxu9tlPLcg1HcN5CBllshXG5akOP3eYv/Ffnww5XU7YkICQbJaA3X7GTDMAvARI6iWwODE3HrxhiCHT8sY5U/mTr27FEzkj70n7ryPgG/mVDryiJZyeHnbLXmfs6nFu4KCOWZpoAjqQBiseQNftTSjrO/UEynfYJhKVYpRTVOGPObjVPOzQbcZ4U7FXKR/JJUq99tO0N5u0aSEB5yWmGe17JikjfRE6NBeG1ATToZmeDx4F9yeQxgc5/OAaCEnu0P/3p6mMLFDH9Gky2p6NE3xIfOjegOzv2X/M66cbrNJawoLdHLkDFiHkCSHyffGNGLblr39uh6FXIIk7rpYAL37/ri+vsXDMk8OqlU4v6FG/DkV3+IZu9sG2SVhCHHGsxxPKFmJ7w/wbBpf1FX0V+1KEbqcndyjKXb9C56dl7Qly2axRW9alzQNxuFg9HbLDNm9TlWexsgBSNCmWCVGmqaJm9ZrD5EC5Vij9f3yd/7GKUPn4jh8ceUOvIQHXKZcYE/zugMc84mvsfv3v8puLTcOyjmS7VzVYGCpVs61lyaWx9/gkKxfgTInCiLB8tbQRWvBSZZFXqasjAYvqEF+mid0f4tjWKfNJlENlffXgDeW1hbq+cIg8IBFb3FeN1vS7AJjH4hVRw/aZEEQbVVcIVZgkZjUHq8EKPboRpPtwFucVRdbN6JmE2zHNVei4/63QQwcrxt3cgmE/8zumPBMycqbz7QU0817jxBzdTb2kKzg+bNmoyQCoMJJaybrof630Cl3b/GBYbhRL4=
Variant 2
DifficultyLevel
454
Question
On Yvette's market garden, she allocates 3 square metres of garden to one pumpkin vine.
How many pumpkin vines could Yvette allocate to a 36 square metre garden?
Worked Solution
|
|
| Pumpkin vines |
= 336 |
|
= 12 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On Yvette's market garden, she allocates 3 square metres of garden to one pumpkin vine.
How many pumpkin vines could Yvette allocate to a 36 square metre garden? |
| workedSolution |
|||
|-|-|
|Pumpkin vines|= $\dfrac{36}{3}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
456
Question
At a garden nursery, pallets are used to stack pots.
The nursery allocates 2 square metres of floor space to each pallet.
How many pallets would be allocated to a 28 square metre floor space?
Worked Solution
|
|
| Pallets |
= 228 |
|
= 14 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | At a garden nursery, pallets are used to stack pots.
The nursery allocates 2 square metres of floor space to each pallet.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/euro-pallet-161949.svg 250 indent3 vpad
How many pallets would be allocated to a 28 square metre floor space? |
| workedSolution |
|||
|-|-|
|Pallets|= $\dfrac{28}{2}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
454
Question
In a shopping centre carpark, each car is allocated 9 square metres of parking space.
How many cars would be allocated to a 54 square metre section of carpark?
Worked Solution
|
|
| Cars |
= 954 |
|
= 6 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | In a shopping centre carpark, each car is allocated 9 square metres of parking space.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/automobile-1300467.svg 250 indent3 vpad
How many cars would be allocated to a 54 square metre section of carpark? |
| workedSolution |
|||
|-|-|
|Cars|= $\dfrac{54}{9}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
457
Question
On his farm, Neville allocates 1.5 hectares of land to one alpaca.
How many alpacas would be allocated to a 15 hectare property?
Worked Solution
|
|
| Alpacas |
= 1.515 |
|
= 10 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | On his farm, Neville allocates 1.5 hectares of land to one alpaca.
How many alpacas would be allocated to a 15 hectare property? |
| workedSolution |
|||
|-|-|
|Alpacas|= $\dfrac{15}{1.5}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers