30128
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
Variant 0
DifficultyLevel
465
Question
On a country property, 1 acre of land is recommended for every 4 sheep.
How many acres of land would be needed for 16 sheep?
Worked Solution
|
|
Acres |
= 416 |
|
= 4 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | On a country property, 1 acre of land is recommended for every 4 sheep.
How many acres of land would be needed for 16 sheep? |
workedSolution |
| | |
| -----: | -------------------- |
| Acres | \= $\dfrac{16}{4}$ |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
U2FsdGVkX19e9agKxj3uJCHfx6FLVFxWUc50ewvvWS/qSty1pJ9l7VvtqzHqY/TOAU3sno5ESqYktNr205+ARW71QZycei+coA4HYFKrpdmWCzV0jGaUdgNtX76hJYfEWXd4jyShsPQPFL7ne5jp59VCRyuGyn5mJcKoss6BdYD8r8CDEUJLFFVc1aWjoniwxxMnK1qU9tq9m0HW3yEphSKa2SHT9g+A4V9WpmUp0/rn+RUJQW1eX/ez+jWVZHifV1fyHB7ZLpJFWyN93P5NEUa7fQXv47jJIepVS9ZivkE2j8ElY6QvqtBHbTh+pLyylTKe8l8UW5X0yRLzLfvpmyyitTjab03focZNxpoD/qX3RbOkAWc6Y8mQ0Bo+p2vfn6XEcJWQPYwUreZQLoaL4QWI1hEuSztOgfWhY7vQJNuYgE3mazjQGGX/QfJ/DD8eeq1QskRqZzaZh8VrKuQehHSNgew8Gjfmd3kXSoG+VvV45b5zKSJEVnK86BY5Iz69v/WH6VY0OQ7VJq/csEjyFFNtrlomfZrTn86O5b+5yy8up5o0lCRhuyfaqM9i1gYqEgYBIi47b5wTG/oFjBZnpxkLtlHNL3j9L44/Sw/PFMz406xDPDPwn+SLmYHy5xWOwV9+9Cnpwbwj9bXv7TiChtBXRqPg4mvQZk1fawZpIQWwAkfnztCt5HfbZlvrjgZcMErYVaM9HP5F6RNxrCSnx6hi2sPyZqTcuw1AOfH9fsqUpqDIRObCms087tSy+Mzwch6+THHZDRk8+hJz3OtIBRbmy5B5H+qKuE7IUmxbJr1pNG05FPDbI5b7bySa+A1dzV9epW2OiSJsWoqAm54hpI2ioMhU7G6KVTD3jqwp0CvSJbvS42iNjJ4fwd8xiVuhaNEQwMhefUO7kqVv/f1J4z8eunGw/Oh7FeFspftRRaDsBjxnB6RLtMF5kAYWuPSjrVtKeWlwZu2ZXIwjFHVe2W9RWo8ISvO0Ea9vzR92dagqqKoJlF4JrnY3H0Ueh+Ivzt99y/vgtiWHdluBIWLNWdARm0ONc8BTbCqiw/0u6IVxOK30L92r7U1Xa2InO6lY94nLh+KrzqedRMbI7CDa1IrFJ3oN/d58v+KBWDKgnJjkYdGT0WqBNx2U0UptqvNBTh3fDY/8fVIVXqmxrZE+mpPiXsudzBVPMmFlN0KdCfhvBgBGv/w2lDtu2VcohIwg7dTlz505xU9nAivvVwY5yDXFzW52rImEcGFeCWbeNxQGOtLGK1khGau/AExdPPzgE29tCf95HXFlLcxEp578uwIJNU0tOPbwIghKLx1tlotjiIt9uaGgLjJojeDth4tA6pLcqvRFDVCeXy6zXbpCe4QeDaxrZfnQP+OrORvERj/5mMXmSLItz9tZfGBPdJxvfIV0bYb0yfPIWKm87fGK/O/OCpEoFa4RyfGMOv5E8jJIVXexQ0KtspJLoinC2U5sjuroVdnrcsvZkyJdiLppqjPT1rq/FTADtS3f3rOOmjNUUJObqeOXducrFgoNT6G9EObTi9GV9IFg/WCZHFRJmnTQTCPmiFuxvTabTiziJhOiuFgEx9oXOfYvudPeqQ1uDSvHDb+5dBx31CHdTdltK4/SKO4aQlQhaLn/3XSKD2PbhZIt2Vguw8vZyRTeGdaPNUSyum4+z1OpZitutu7Io0ZrJXDPgY52/E2OVH8Y/i1o9V2NRjrSuU2V2OCzs5P+Kikcx86LCin6FBTh0xZpvLdvkl/ymeNr+3T89AwBEc3rKgduYXNksm1gef2v4V0RNekhodw3z5TxrA0M9smVeo7XP1fQR2x/uBptX3guVxCuo08IF+fYyxlw5aHiUntN2C8sWqLFHYroU80I8+QZPW6OFtuIb14CamBLpxPwiT8cnwYjta2Kaw09NeIvgHqTS+ju6/rGpaDWjgC39MbCL3/KidRSfUY7ailWm55CCqPiUcz1Pl9wEt/PLfeJDLnyYiWoXL737+mNRq3efboy+xjCNhdQHfFWyjbSVaLb22YVWAz0H6OIzAgk3V16iqsZ4Cs29EI23kFocVyEuU163b3ouHRFU0S5wOZrSHn3Sitb8yFEFawtwaeMIkd/WdQG7Ed7rSJFktk/It2IowZ4IdUfjOsNFotQdXG958LunZUUJjkdyiSB1A2FGv9eS67WBiuMPbx/QjRu5jxQBfv/ltq/3lsAr4B1DBC0ClnfICzTOmQD1kkX4PYsWX3bSUveaVwORKYIggiM6fIbp4qV1nv2io8QbztDwhcuksv7NZ4fS0/l16jchDLvbdBMVdh6GTC8c983HnLkMP8TjrHSTpFDw0hCl4Guy8BmPcjAhgvpy3kGBY0lmUlqCUWsk85ZYMEQk9G7bWEvEXvT58zVevAtjUvxkE9ow1Px/dWZR25KdDCVxhbat5tWiFkT0DTBDOOl41Hrh3eWxBxBHFC8v2Toskh7hbt9bwiauv0wvpsKq2bBvT4vAzO1OohcrmfDmQF0Cca2iwp5CMvzZ+QES9K4FZ1fTrwOWxlFd4f02OTrAl2gQLznKPmi4E04aAg2mqrIQJBUBkCNaDSKkop7q0UYSPa0Q64QC3aypFgF6QvD7jt4AVoo3N8GzCt3wf8X+QXLt9YxJvuhEocR4cpm5vWXzNSYMI29gSQMTHau81mPMWTgdU6HXaTgmjaNkPPVw080k3O0hCIXC481ngwXmx1bvNuy9J+iJ+UJkhV4x9ZDpsEnW6vlbjZo9chEnLpyzzUI9WOIBA13pJLc9qf9XR8hiS7sHew8suVGGI2dely7832rbgcbzvNtZoDjrLTzlZj+t64Woxzx6CB/+yVRMHDcJNnC3EB6WewbK3jGrgAtgjo/sav5JYUhBgJXu59p8z5t7nI9n4jWFf2ssZqnVw+YTeaClUogXArwtUWqPmu2z/OmMVbY+6bciIckejo0SP669mZ9NoC/+KVtCmpAI7twFApTjAUM0wkjnTx2IbQcONFcYYpJAUKDTCHP/wRkEWULKeCChlXqcmF4hj99AeLTGVUm20Qe6B+iCpsLRDOE9ZgzJQBOXAK+tlaZ2pc5+1sLCr1jx9UvNMSneHt8FGgaoK1P5cxvqLxzGEv1OLaHFGVxufOI7EN51D8Lz0JeCI1t3lb0i0EKRL6XPA9Kiifvt0Ihr001jAIhwUbykLrmTWMzhbGiZ58xu0ybMuE8gPiqgTBifMHitUrJlXCLpg==
Variant 1
DifficultyLevel
467
Question
On a country property, 1 acre of land is recommended for every 5 goats.
How many acres of land would be needed for 30 goats?
Worked Solution
|
|
Acres |
= 530 |
|
= 6 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | On a country property, 1 acre of land is recommended for every 5 goats.
How many acres of land would be needed for 30 goats? |
workedSolution |
| | |
| -----: | -------------------- |
| Acres | \= $\dfrac{30}{5}$ |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
469
Question
In a park, 1 square metre of land is recommended for every 2 native shrubs.
How many square metres of land would be needed for 26 native shrubs?
Worked Solution
|
|
Square metres |
= 226 |
|
= 13 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | In a park, 1 square metre of land is recommended for every 2 native shrubs.
How many square metres of land would be needed for 26 native shrubs? |
workedSolution |
| | |
| -----: | -------------------- |
| Square metres | \= $\dfrac{26}{2}$ |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
471
Question
In a wildlife park, 1 hectare of land is recommended for every 5 camels.
How many hectares of land would be needed for 55 camels?
Worked Solution
|
|
Hectares |
= 555 |
|
= 11 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | In a wildlife park, 1 hectare of land is recommended for every 5 camels.
How many hectares of land would be needed for 55 camels? |
workedSolution |
| | |
| -----: | -------------------- |
| Hectares | \= $\dfrac{55}{5}$ |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
468
Question
In an art gallery, 1 square metre of wall space is recommended for every 2 small paintings.
How many square metres of wall space would be needed for 80 small paintings?
Worked Solution
|
|
Square metres |
= 280 |
|
= 40 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | In an art gallery, 1 square metre of wall space is recommended for every 2 small paintings.
How many square metres of wall space would be needed for 80 small paintings? |
workedSolution |
| | |
| -----: | -------------------- |
| Square metres | \= $\dfrac{80}{2}$ |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
470
Question
At a daycare centre, 1 room is recommended for every 15 children.
How many rooms would be needed for 60 children?
Worked Solution
|
|
Rooms |
= 1560 |
|
= 4 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | At a daycare centre, 1 room is recommended for every 15 children.
How many rooms would be needed for 60 children? |
workedSolution |
| | |
| -----: | -------------------- |
| Rooms | \= $\dfrac{60}{15}$ |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers