20300
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
Variant 0
DifficultyLevel
564
Question
Michelle is tiling a walkway that is 5.6 metres long.
She is using cement tiles that are 0.08 metres wide.
There are no gaps between the tiles.
How should Michelle calculate how many cement tiles she will need?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Michelle is tiling a walkway that is 5.6 metres long.
She is using cement tiles that are 0.08 metres wide.
There are no gaps between the tiles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2017/02/naplan-Y7-2009-15mc.png 220 indent vpad
How should Michelle calculate how many cement tiles she will need?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
563
Question
Mitchell is covering a walkway that is 8.4 metres long.
He is using timber slats that are 0.04 metres wide.
There are no gaps between the slats.
How should Mitchell calculate how many timber slats he will need?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Mitchell is covering a walkway that is 8.4 metres long.
He is using timber slats that are 0.04 metres wide.
There are no gaps between the slats.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Measurement_20300_v2.svg 360 indent3 vpad
How should Mitchell calculate how many timber slats he will need?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
562
Question
Gladys is tiling a wall that is 3.6 metres high.
She is using ceramic tiles that are 0.06 metres wide.
There are no gaps between the tiles.
How should Gladys calculate how many ceramic tiles she will need?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Gladys is tiling a wall that is 3.6 metres high.
She is using ceramic tiles that are 0.06 metres wide.
There are no gaps between the tiles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Measurement_20300_v1.svg 300 indent3 vpad
How should Gladys calculate how many ceramic tiles she will need?
|
workedSolution | |
correctAnswer | |
Answers
U2FsdGVkX18X+xtoyPIOAL0+inifIiBUHKYlxK+NdZjblb41/E4HhordQVOnmBKrIsi45uavN2RZc4fuUtG/YoTIn3sL6akWypzBhlZg7rplMVxXEaSMGom2xsXBAogU5rHlj2LmEQazXfyN7rYjJYvwJVHdrfja24ZH/9JKxdT58A2gWyOaSqgn3N3oa15yRfpBtUB1BsDI2OgkzWjcg/OZgYG5FMFcZ5rvDQijjCosz5ABZdb5WTXPngpMuVO9xrNDJI6eTZjabz3mcmhEsZWJYsB0r3zjYd1n6Oq5tiqryI7G2BODMg3EQ8CZoqOn5SoY5k1j9A1pcMDMlfjgMSOvJjr8Ex7qBFCPDzf+zAYRoRa0D0gFp+rAvnesldsuKRqYOYVhw1zgf4FqFNB7MI3iPJYiKdlhKnTrun2u0fvBQ81Lm5GH2+RmZhtQ3TbFsXsxagnoew7UI++dv5QXvBsfys5Zey/P2hPrERHPNaH3BlKffA05q5UYTPAWwA33T3SIETjvPl0nR5YoFkzwK34nH6lI25rp9x/beJbJCXFZCo7TC3n12zIX86ePC6QstPOMNCDmjJxHu33zQsshIbET3PgndKKuI/ABSjjr+bD2DMLBj9pFvgBZXbVNXMZW1B9tlH8J4FQKiwi0THZk/2t/rO8yDdrBVwuSIaA7qBihHLj0/xsFge7I3VV74nyWQ+g9hn0mrTHyMA3L86cXe2w72n/6mgrxbAyvBE9BDUZxlY3lz+rgbxwxKvqomkBGmZPs4YrSRLzZ+UTOKIDS9RtjhjOA4nxdeLtPZ9JBFBkJiHhh4gQ5zJHYv56g9aA/MqxVG7QIOOobrQCsZ/mPth2bhKY2PLdvp/i4vyZ0o3yGmr5ObWSwhAycXC/SAs5NezrM94bqy72eRBMMidTEhQhLLKpA8AyjbmS1+ILHOX0Omh9/k16b08UBS+V6F4QNebsqlayM1JipktYR3FIFVvSdJaRGBjuuRkXflKAj4zUebsYYl/d6cLR3DwaegRXyAzrL4jsHbrAzwYGtE8ZYnols6A6QEtKB0iPLF2X0a5Fmacb78Pds357c5RrM5e9Hf7xTi91ZSeX+lH/0tID/o9fMR4dpq2NSi1TX35QRMSRaQyIMKkj+n72bXERCQXQfJOU6qufPNYRAl6+VLdBLnpKkaThvmiU8t1EAedMyaRk/92KiAHhaFMIkof+yBQhQXOB3G5h7J5boouYkGbXpGWf+olFZYjEAia7hQovBggJ052ilSSMC2PKwC03fu92ldTlyiPX60OFU/j/wFI13AWwzWnkb5kM/LEvzsaEt73Pfp53/Q/DGMQckxhW6cl/qDpUuu+Pbam7KMigsO+Oa3O+wlAARCSNtBUt2YgOgwskufCzBoWNDm9GZTHFZyNAWiqncGs6eWuCtB3QiCXR9mv7EEsYEWm6SUoaxyPt1m43WU5JE2XGFlktHwJDRWSODROeIcUY78OCGKnTf4OdRvU4obheqfnas1zrazrurR300gAj7/qN+ugMbO4VL3DQumLOubUwpMcVallNEmuVdy42xLIjg8oqnuR7E/XHt/jJCxbd07J/biVsq2HdQ9ZXmo+UTi6zclDZHo6t0zzDTPfIEXz0mQunZfvXfvtbBYMJ2J0fECeXgXWwazkQ8hW+U+H/aNkNIg/qtYRd+GZI+qVURZ2kLccw6SU1z+reRHDreNmYNCmSUuo0lvo7GRqttistS3KZAtgg3i/f1T9TRresreaxuvIPpiKyl2CPeohRrMnCiU9AI6hFVLhBkjCwd6T151Jbc7vNcOdyeK3gKO72H+kCPQa7XNq7xmHFpwriXJKHJb/fN1bjFzauO9N+wdbxP6gW3NSaTy7Ff/vLd3uT6PAQfDUJVWM1/qXZGNzzKeHwWgMeidAKbG/7kJjTPpD9xnERcLR91ggktmQN6f6OU7Pgnb0O5nnHDky6VQ76H/NhP44aP9+ExhuK8uPGIPURqtQT5+WyZFQqbI+T8dZ/KelifPstzzUE3gEv5aEXvY8zmIR5Y8s+xTg5xBcE/WfgC5ZyI7u9Icw2SvgSL8V+fNDfOG1NQCY3WOP0ClTN9VTShgkvHFy3YVXyejYInhxAKGJaAX9hKgpXAgtg3LVAbrTGuwroCrCl78c7EtjfhyavJVdyPwtzGwBbyMWYoUIyOvwhlatT8VdifIhY8niJKGT0ZkXbRfdn0wvqPmNKLh6gdTQfNzEmpUvBq2BAkauKxf2ZCteUA+CqzeFuRIOW6W2oIkF7Tsvhq/2UhdbhXgrF6egbg2GEq5n1hwu9zp+fx7I/JhFHi/JvBi//xT6WnQDE31kOAK7SF+OY8bomyO9scaHzLM68z3yU5z5br9sv9eWY56/FXCKWMl/siJDXxSr2SYatk0h1Rm8WbeGdUG/1inO2lJWBPrsuD4024ha4MY5pogD6iaSFeZwlsHH3liSJGceqUr1H0fBdiIvi1dKVHMjoBiaNcQ8MLfWlJ22C4QkjzE6Go5dt/qJGQaso0VhEeO5CqUS6n5bayE9X/R3U//gEcVpgdj55WG3gM35FVXefnNkamhc6Wc0WvoYsJf3edIevsLquWow8d6wVaSllph7gJx7dcm/8B0kJ2S399aZcRwOiq/dLZ7CJXvTdXVHdwV6gdntdhPJzInFOoBia89gv5DNrZ07W0PsKfn0pwVuj2jtDxQjLZkW0bYJNwKWJfVAxt8OmH8aHvZDTfJ//+87ELkTB9hswGEQeRFzv9cHZVGSkcXEOrkAvQyNukr7uhhv/UhZCLbVnMq8TNbGNY8u5g0Rni73meBigypc+mpBtYix5jwf5bfXaZwpa7Q+8q0PVORevUmAcjlC+vXZFQfzY9ZSeoImbRLBY3SS1FLphE3kln4SpbpmWbnbTtiJPSgDW4HP07dmM5O6Net2wo9OhmGdgUXvZNfTj92uJc4ePrBSiJYLEXwHa5KixL+FIY6U7L2QqUSts5znNol9BZrYwb3TRanwmzZ9oRWn7dO6tTq7agCcOS5T6AsVjMOK8m+7LH5L/JRmAISeirwGGtqAzGeIpeqZFgTCoM5IZx+1kiyOoYaFKgbU0lS1pa0BVYEgYtGLkavWYNZF+Kvm1L0dbPy159Rs4+JfaRCD57gIpXKnKjEGfOXmlhQr1pxeR6Fn8IvH14L870+U5gmELX+8neNKUrGdaGTni+fLSg1AEaW7U+FH84dcsevvcHUT52uCTp/Vo8+oOcxRTqWMv7HoYJwtVn6+khcIi5QKThxnc3nl9ftQ4/T/q/ECTNip0szyD0uYm/7CPKZWOUEV9an9Cz/eoO+pVK6f1kbUruEg1j4xa7HL4FtFoxcxVk1eeD73XJOXuGbP9MeyYIXcwOEuuHiP+SvRGAjIZgtOtA3PUvkEYnsgShy2UApAiMpur1oE5f6u4/GjiNf4Fy+Mq3Pt4VjS5pCu2YAd5Wmn7xb0x1miq7fW7EayiAXscWRVYFFyuMbUpC8G/6wxa3pEvlAxBnkASRaUFW0F1aFR7eJc3lce3zM6YfPiUnHWmoN212km86di5YGwYQjU3YBgKQG/9WuPjaikrUHXVMspSW4ERbJK2OapYrgRzgvo4RD/4F7+SNE4jngtg7GjbqxFth+b0KXvYOY9zhESAHXyuWwCMFSmYq/8GdIcFAnubPSfgVT98XgYTs8ysKaNShKzwOUYVyrw0tunk60+BCesJUDd4AxtZ8TcFXSaZQZqGEsveVQTHIwLKaCB6nnYWgFpQu2jziRQSZUxrn6k6jFFYjKhJCUn3Z24ihmDJ6dTSKTcEC2RiN4JqkFWPJahHzfKrEz1cRWDjDbUax8bgZYizB4HOQljniFnGnaxTpob3yr9xZlO/Tq+0Dqk86SOR84Bj3E16pOaWy4WYgWLDsLU1tpASNK521hH43BGYCjMW747UUcCNucxRfCZV/2VVPhBiiDSfgWwx0p9jzTV21NZdgrTTouKeFJnvuCnT9a3K6eTzKWYR5myx2Iv13E8ese/1meB94vZXYAMwVGlIVcUpqMhLdo0w/3zwwoi+Y7mWq5HBVdRfLD3yrwK0yc9s4cdDrY9uSlDE5eTzdhs8/7x7V7AlPjzyquaH1V9A/eVy6IMxJFBJDPb5+H9knzzp/3+ozhMkviIbAOjQYM2IJuVQDrmsBb68S4D92NbFGMbZsgtVUcATpTeG3JbYY7PsAcKI92U9p7wK2U1WUllGp1LPWkMuSvR1TtLuuD/nee2P0ZoEvwrBHyWRREBXQ1kBqxQMOy8PrRALrhIetAIWyE7oEeNX8eGhBbKxtzPCzSX33QF757TBzPS9x9LzixW5WuNefNgfypFNAT0kw0XXihDO6GPmC+3lvQP+YDqUz+IUJT8Nfv4Mi8rYvgn4VpU6GBUlPZnXvMwgXUnjZoKyzFFbJNvWxRx4lqx4+ulRLEI25yxc+5CiAkacqEFVP8Q78kSnrlioh4EtLsRZN3KD/CktH3WmAFd5RLkVtBsqcM6/yuFRMLIKmpuidmI5X4iuCQ8geDxpmevVmgiS2um1eittNHAxqxT/RIShkF3Zy8QioXvTvY6a2QHtD/Fu3RJX+mNizGrqJQJPTpTzS4rt4VByVFckEEwAdvjk5RUVMwlBhdiwNbxKqBq1ynYKM8crNQ6V2pWXmZkM9uTgL/TAVlnFZ3bKe3+JTQXKdv40gEz0fPBsMT5HlnFhKDcpn1aOZ0VVYMlm6KVfn0EDybZzSRv0nIuG7QPwdgWGlYnHwvMrsCfLvC9REJz+F+BO0ncPjEMnrx+ln7WVovKd69iEk
Variant 3
DifficultyLevel
561
Question
Jerome is laying flooring on a balcony that is 6.5 metres long.
He is using laminate boards that are 0.15 metres wide.
There are no gaps between the boards.
How should Jerome calculate how many laminate boards he will need?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Jerome is laying flooring on a balcony that is 6.5 metres long.
He is using laminate boards that are 0.15 metres wide.
There are no gaps between the boards.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Measurement_20300_v3.svg 270 indent3 vpad
How should Jerome calculate how many laminate boards he will need?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
560
Question
Maxine is laying tiles on a balcony that is 4.0 metres long.
She is using paving tiles that are 0.2 metres wide.
There are no gaps between the tiles.
How should Maxine calculate how many paving tiles she will need?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Maxine is laying tiles on a balcony that is 4.0 metres long.
She is using paving tiles that are 0.2 metres wide.
There are no gaps between the tiles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Measurement_20300_v4.svg 250 indent3 vpad
How should Maxine calculate how many paving tiles she will need?
|
workedSolution | |
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
559
Question
Louis is laying pavers on a footpath that is 9.6 metres long.
He is using concrete pavers that are 0.30 metres wide.
There are no gaps between the pavers.
How should Louis calculate how many concrete pavers he will need?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Louis is laying pavers on a footpath that is 9.6 metres long.
He is using concrete pavers that are 0.30 metres wide.
There are no gaps between the pavers.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Measurement_20300_v5.svg 230 indent3 vpad
How should Louis calculate how many concrete pavers he will need? |
workedSolution | |
correctAnswer | |
Answers