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
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
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
U2FsdGVkX19NaLv6f4VExVGZHx8Q3smUKwU+4tpwlXWhxG60BXFNh7YnMCG8aVlkgeJsVo/+oB6MgYKNtyl4Rr2p31TvlmHDVBhdcwBrHzZ/deQ68L0ra6pwE7ZpJcNyMQG56PHfLaI0MWloqNswS/QsoABrkhA64DtPrfbU45zOLZTT8FpAd0r5/XQFpn67X4IOklrEHkCuxPz2rXbjtYCJnuj62VlGtQDdG1zoC3puXmVOR5HhrvW9mEB307Z1brKgRsDF3uWwstzJDmf4OAChBZtMcNcpdLHsP9pMpQL7GTGtUvQQ1pkUa95i0qd23jX5R8iIcvn6QdToOG1zWJcyoOdpgfKMIlcFeBeuAI4F+Wr++TWatkit28aecBwSOdlFAHo0E8YweDv2oc7Eb2Fe0uzCLNc/YnswXPsvyyUR2CWxww+ly0ii133pmi4hDPrXsvpRuTL/66pkW2KMmFnLMiDcQeR/YgZz6gItb7zOG3iuzS4OkZj28glE/17y1hBxFh/uTrYJxRhnjBpM/NGW5jrpREGyfRLk4FBGp3xigA9OcJ7ZPVkuC5/ck2TYOlsNzkMQuSpmniHp1P5ScfWbwv9QDrVAIm7zL6dx5PbiIkamYeytEinOfqrELjeaKFUuBh5sklkrmjUsv/QjY3z6QY301NIzjgvBuLBkpMT0B+/y3EUov7n5MK8JamVaFxhvCmVFdAFtl1ZZMM+fWT27LA+Jd0zCC+B5kc0liQcwfTdqFOBoz4ijnPpmgv2qpVCXthP+cDNHZpjt+e5R4akb6vCxpARqFjibFMWcUxcIgkuzA1nD91+o99HZ0L0FQxPoyscaL0aoBm1/0zhbE4tbc2lTVHksJFr5NLQoEEtGDYYHWhvcLDd8lkCJA6wVmiOXlYRbyHMTkczSq8wNgCg/R2XuDh/Ob69QnPXFBMICoHoEZzvKomwu2K1D5oFkNXSjwB2lUN4KwnEVzdLztAtG4DU8NJNz15Rc3mFAcaVjEqGdVG2vYmEUsHT3VI8MY++7fV1IREtiJQ22pSgqlKuomx24mp0+oWbDsJuaJvkcAJc93t5PXTH33LjzAk0G3JD0eAbTZXZD36R2HFFl7YCWcBR/RlWZy8KV1hodMNVermFU9J+qfkV3QS+EibjPtdVf1BCDJYJAGY+DFphSjaPpjy2pg6ew0/mPCy5Uh8FaNDISPcaiR9KWoDbFrJeSp2HtaFLdYtS/yP5nkqz2R7UG1FaDb9n0jvMYoa8w+Eou+VYZREF0ypjhKRmLxY7fVf34hPYlTpIuXbO54uindyoTmSu8L64cY5cLE7O+zDPJo44xMxskSm7nVpZQBFQJqmSuARvXVLcNKWJjkgDbS6Q15dkyn2D0Xtd49IUrvysngbbkxMtzqNRM2Il+K5Kqtq1dspn7/MJCTfj/Bd5D1FVLXiKt4s6Ysvj+xXM+2ISyjCP/kxJlZ9wux6QZfNgtu/wvLdFCw9XuDfBXjVW78Qma8NZlA5uTEmeuKFHIpYbzvEaNNFysHo6q3aF8iVGO4SEE/BvbhWqYJmMf1+1krk1f+If4yarHFlV5dW8OShpEFzwMkDX2QcrYiEnWJ9rZNbC51UGC1UjHEB1BoqzhX6UOfqljETiDrQuGXsteHtOkqIO+OFXLih1t7/eMIM4b2Chrhu4yrjZPqIPZYsfj5rQwQb8ytf+9Nn0heMtoPKkAEHDddrYmT7nhK8D5Ly1D2o0AVioySipgvrRbzyedaBDHkYcSWpRY3yX6UOIYb7/ThNaFyfnuZH6ZZlZ8+ftXhXXEf5ML3ERdR/UKTLpzWcqucqUbCtgcgNsmjJVOx8K/VFmbgkF44/T/qba1Ggu8njeXbqTLiP1DnpbSCQ7NbXNWlqj27xGv0iAGdTHz74O40ucciLPoWuvcXUE6hwNI4CTSRYt45HlFv7yctah9OqvIexfzo8LWmxt889zJhuw02nNhiEA1pdAasUONmnhmF2L9fHrprjD8KNP1GdmSCoKpaajoNc+MOqv0bjZcgyqRGXmaJL2+I96JtTehV9upvoqJhk5+bicjWnjciOWgzu318EOMYW0ysUCzadsEQkjkwz/IyLiXVW6fto5gtPsSsHDDihe/3P/cn16DaIq5c1dVC7U2/GXlVzWCpxYsx2naxrK41Pk/jN0fDtnQoywRnaN+E7F5TYD1iWBgVmN8i3dqLKU0CV2tAeDDps9nwkIkZDM6eQDWGms00bMfw8GiCUXO5g5mxIbBhy5/lu6Aa89PohE8r1+0aee/ybeBEYcI9/60lTVGT5phqeaqbABVuOVN0C67ZsCfGRKQZ9nEhCnQvCuyGarvTsL2GS5sJOsgdggHA0YHV+Vhu0sHrkVGZaObhAI1jdZp4r3czx/H9Ee+IFIz4Q3UJ+BBS4yFs9WW8Ao5vpRAlvUocUMd6WDe6UZS6Nc1p+geEBKTKX+Lw9ERKWGNFYMIcWVf12TJ4rSAeJxFCwuH+8Z/UjyIbq0YAsvZ12yXrV+icKbZcfpVvb69JquIWgzaGqBU7SUAGyEBxsrlNNSR2DIMDYqTL1/M4Er8w4Qb+8rN1L6o+ONFXjr3Iu8w/kduIgFVUwyOf9Rybi/6cuWdCEVHMKvgMA3Pk4kpHL/ov8loJgV2vZ2rtCDLBR5DRuXokpNdyCZHaRnktB7EtUQS+UVl9ED8kGoB34mJid1F9kFmOQ2KIphMrA/nRtgLjfTOdWDso8iaEpsKDDOPsiFYvBfb4Vw9k+yRE9dkUSsErm+yx5ThRY1Dm5RQWooqWVe4HJmOymPLGuXcrZH6Q6ApcWy5BiopxZCYh/j4HH7yoH6oWAblK2deX96v/92z71XcCmdIaPkM4xvAMt/FVM5lysp7/Z1wC9UBQc0jzJPr/MP2N+qLX5TcbAzKFwMaPV4nZU0g7bZQ0SqqbC/5ZKtb0cf5Oq8JP2Iig88EDSpeD0TmX3EqqnJzXUYuT7dyiI78mK/yEo///svIQBU5AYhewYlDLgFKfBSn0piR6r7qBGy41ppqLXqA9GwaKD/eapHSre8Q8clIEEAIAGMGKwgQ56LGnJopQ5PHo9SGBMiPEt9p0sneIVYU9nCiXoci3+kcZag8rIQ81r9tJeHm4yLZ3ooIMREjWFD+/omcKPq0A7m9abzmD4oUUJDdPEeESN+99VSadqb0i10=
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