Measurement, NAP_60092
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Variant 0
DifficultyLevel
340
Question
Which of the following is greater than 1 metre?
Worked Solution
Compare all options to the conversions
1 metre = 100 centimetres = 1000 millimetres
Option 1 = 95 centimetres is less than 1 metres
Option 2 = 500 millimetres is less than 1 metre
Option 3 = 900 millimetres is less than 1 metre
Option 4 = 180 centimetres is greater than 1 metre ✓
∴ 180 centimetres is greater than 1 metre
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following is greater than 1 metre? |
| workedSolution | Compare all options to the conversions
>>1 metre = 100 centimetres = 1000 millimetres
>>Option 1 = 95 centimetres is less than 1 metres
>>Option 2 = 500 millimetres is less than 1 metre
>>Option 3 = 900 millimetres is less than 1 metre
>>Option 4 = {{{correctAnswer}}} is greater than 1 metre $\checkmark$
$\therefore$ {{{correctAnswer}}} is greater than 1 metre
|
| correctAnswer | |
Answers
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Variant 1
DifficultyLevel
341
Question
Which of the following is greater than 2 metres?
Worked Solution
Compare all options to the conversions
2 metres = 200 centimetres = 2000 millimetres
Option 1 = 1500 millimetres = 1.5 metres ( × )
Option 2 = 2500 millimetres = 2.5 metres ( ✓ )
Option 3 = 50 centimetres = 0.5 metres ( × )
Option 4 = 150 centimetres = 1.5 metres( × )
∴ 2500 millimetres is greater than 1 metre
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following is greater than 2 metres? |
| workedSolution | Compare all options to the conversions
>>2 metres = 200 centimetres = 2000 millimetres
>>Option 1 = 1500 millimetres = 1.5 metres ( $\times$ )
>>Option 2 = {{{correctAnswer}}} = 2.5 metres ( $\checkmark$ )
>>Option 3 = 50 centimetres = 0.5 metres ( $\times$ )
>>Option 4 = 150 centimetres = 1.5 metres( $\times$ )
$\therefore$ {{{correctAnswer}}} is greater than 1 metre |
| correctAnswer | |
Answers
U2FsdGVkX18mNnL4FXSRmtTm82kKWwEyqPypjxJNwQCXeJ7AwXdgXT+AZPWaE8Igw9U0Xio+leqfbyWJr/D/ObCqEZ/iG2KJiGR7wXF8j+ZXbQoyQwo675hTL4S2jOuHgmbiFZUVjE9hsRr5LPYta0a5JN7LE7OgLWhgf7Cos5A6rRA8uGPcSekiHVWTZ3p7R5LHYIz3fV1wq/IkoPItBGgv6RCZZumITiZuIx56yb7QWEADqkzsKrTw6n7LIiMYbBhR2rCxu0lqPKFvKtPKo/JWygZun9puVA+psxTFLmLsuXm9aPTZCYYMSNVIfLdNNoZoHS3E+vcj+FyQ4mQF+JMZ17VPxhY94LDJxJxsYdPkThX4jJR9NDduGaz6RFSZ5Igy5oM+CSIumFybgf9uS0olLDo5Pj3nXBY2pb2mxWsU+idHWEMEYYmi+h5vE/RyHHO7Xz3W+F04pT7pV3n4hfm7xuFUwX5McDH2AWGwkHdS3NqpQ3UGUHExXIVEr6WLNwk/oHt5KqbfDY+4kdq/Gswkyi6sEWRxK21aBU1YpK659EDYU5O2CMJcja5D42YP/mTMwCLHYGKcYrITUxXklyFGZvYyiozabCu/cN/gSXPKo0xHfkwyfd5tlENAx26ZnAA0dZuXlTDuLXSRy0ONEDVYCei/8+ZQG2n/6tBylXC1FnHZnHKQ7sfuPzuXR/9F9PwjPg7/Euh7IElo/Na45nzALLT+B2rSIeX/WD5k7Ttw4oanMoSGw7VCmFagQI8T2tRJ8tjM7K9D5ywFUkF4c6JKhQuZM7XotkHCtafwGZwKpKLHVKKK1R9Br1ncKjnfrSdjxBt8bXDmuZAj0qTZz/kr84fM/ztkoKWk+myyQeQj1jn0OBvdpCLygrcBqs3DNsZqfw37Qg63KlON5LmgcCqDuqhHc1iprgXFfyPv1+/2bvgsGCC1x1nRItRALaqz/Ogb68RZ+1GyPpngbOyDbIY69La6+y+M5FVmRi3OdB82e0wwzydNs9JiR8Ak48LQSvcPAKO5/sjvbP0DpeXffW8XqR08xmoBf3g+zcd7mBHMVzqvyJSufdQkMqdnEuukhFweaXcdBr/ZcaqNHy7bdfHzCKOGGOxTHwcGr0WYSR8G2sqwmcm6Wr4vqb3daVqEC2HhaoKj8lId0koFvKg8k/Q5xJ1ZEFHff1bg+QHjSNxcH4+J7cMUUkbTTFQsf7Cf/Um2vS8+6cpt6ba9/NMSORPYd134IkAskZ6p8W9E41oxMEIF/KFyaROjbOfwbbJARBZkuRqsHE/MxQTRNOP3W02SugCyfHkvPKPKi9/Ybx3DOL97WxgNT2ZzfTjqD7EAANzq5im9XmdwpJUSfF6rq+jDB/2JdsSRX+Gxnepn4M70BOfUSY0CHW/eLpXiiSblR+z29hd7+J1UmKshBzPofMpRcGfceOoa1qZy/JYX7RM0CK+OmJIv0cfIARfoKqPoUELJNDo3jaa8cH4Ffs5Zl2WBox8l2oAHJhQmxbw6EHe2T0DPzzGzy53EtAdXmsDKFHr8CLoZJtbQGQ7pf/zz0CaRwrvzc+Sxc8qGuaD46jmEqucRmZb/oyTs8VzOIU2n0XxuIwxTQ6kBhfYzvxyxFPcbaAC2hc1Db1sORKvck1qzrUKrR1n7jQ+rrFi8FRO286PlH3Knl7S/KFpJfJJgF7S2ovrXr8Ox87IZDpmHIziEAan4adJLdGFsEUydmo90BYeoSOhxbpW0TEI+acKQeZRXBpcUC5cTLc+EG8i1kNTF/0ycvKs/RtRVJ+VmBpa2ciX7Gn3oNsYCrShePiu+7f+h2lZIo7Hj61RLSrEFgj1IWXbpF1EtlEsVyrMNtcnAao3C87VlX4mr8b/GKoGeMvvBTGtyWreSCF0aMX9aS9Q4wPCsvLTNyGHqyF75m3zSEGNGN1lLfODmqmtfoI9qcKe4BCmcuaSDFKJ8njHZeiaxApecMxnN1NHO5jeEJ5xTaI2F/LBFwpeNkxGFZGTQd5YtKc9oGJU0lBEy90FYp1Rb3Y6SCsScXmNz8WcdVhGsgnkDeSp3IV4px8PO+w3TzWiivki7XwyQRQ5IPK20pPK64hhLbyRwoxA4E7DHQ1i0Us0zfsKv3w/pAsREUfrYnU+MoF+bMnbaOMR9b48ruAbGHyCs8fQjPxa388JRQxMlenLLpgB3WRPdvJr001sLnZ38jVcLsZImoqnjJVgM+OQFFdlvdEQ/jwD5SDQZRv2ZkUn/KiCCKId1ZO6GJcMQejJ6qVzfHTWLvxoL9wASEltTasmSzyjRh4oRHd2Iz0DsGZOEqtgXm38JS2QryIUrC4AzP5ivJOAKRtZJ/Gg0bnbC11lV2nhy+hKRM5VAxBZSvbRvXny/5unTK7yOQKSpir0O003GieRhBM2rHCkc955hOGxtUQ4DJU4qGxOjnikOpA3XxaZILwIH39nK1mqzx8oQtOG/Id4RgJ3pqDJxKJQdL2DiZwIkjfkFVu002Qlo7chU9vH8FCeZspGmyYPBJgZVCtPxOJloxRjhPjy+OyAWl2D5ttezQFIzr51SQRHHwFDOsKTYa4VRcL/CWfl/wATqi0V7uQqbpOZ+hOP+unH9ppAlHnKVP+eob/AzP6b8r8Ed8HN1HuGb+MT9ReHkqyOzRBXqxY6pftKatijrPwgXKb2WnYXYhisj1WeHJRdoCHqKVOd8nR189R3Owbh5Ew03TcwMp2ZJtiWc/sDDelXjM/aPdNxfwdr7tOfuMUHiLGyi5byX+liofWEM1wcK68NC//nHaeq5rd7zwoCFHAw5bfpWWjqRLpHpuhGJSz+8fmwyEgH8zt0YtgUkHCSWEJV0xZ+bEQQD1ilFMGux/kQ5Hdh/bQ6dwlTIF0WMbIg+54LiszNjsDtlbuvGFnMx2raHEc/cjnTpVyYWfvPl7JfNaZ7ax28hPMMalu1n6BLswk5PbDhS2zuqN8zeQYUcXuqUCWV84uUEsgY+voJ0NFt/vV0AZhxYzL0jGpO0ZDfaUa8ZIn+y8jbNycHlJUTWoXBL5eop+tsnxKN1FWdjV1UU2fQarHRk+A21IhmAl088vO15kxRU/Rt02OetnEDCCjykOSo7/kWAtYrb+LieKXRowToHG2WeF+ZZ1t2WNYQTsD0vUYFwx/SFyh1uWD5MMpENqm2JBqwW9vFJC1KRnLhe2HO15wHBGKyT3++0kZM1L4S6KPo4e9UWzkgb4KLIggi3ZoU/0UZPb7rCgEqAaEt2HOy5cxLa8HkRSu393+6dVXGNRoaEXK6K4IiV5oSZj4pizAa6DK7CzLYIf5JjGf8K0koL+cNccZSER0AXR+dnmCsVvgXs7PZanzSIMB3Lq6+KUIKr/muDXHN2W5afG3pFwzX5aldQyJGLD7dHqDBeKu7pvcEUyY5p4aqFuMSXy/B2brqq0BLzKJ6j9+2phFFz8aABBXBsQe0Dwc3lZt+Jq28xiCFFgi26Dr7i8brbJXzd+PQ7aiDanwXo8li5TFX2UYCAQjTOIDuzQr9SufjEpxUkiGn7297grPrFAhUjoYwvzOSk5l5NekIOpT5lXyNJJ4LN/dBdOrMkTHZ3kjyeRoYc+5WOKxVRBJ/NixqocEuooA///vpw6sAqZ8Qt/7EHkoHY4MsuFib4J/6r5YGCfzk5hTZmW3aSkyBaM3WAAjpmVTajCIo6VVIvqyqgcl9bBy8qu/7urhWl/2dfLonc3qFUNhbyACwflc8qRpBPYxDFfr2YSZmPQELJDYHrwqrbwex27caVIBwPNB9YAZuuPwum/gZygWQ0Wx2qYtsFkEJylXT1YtF5TB05cp5jjLk9d7FZdUhSVvN625o563Y7aKPXMgutgzOzjyvFkpKeNIEZJWfpzz+Q67mMLewDI2J8J9v3G5D0MAdadTPNWllf4TKLZrFo0i6APcsO6gex5EezTqU4OkGyH1AkYjNhlHR0uQNwnrXjaupWxmIt6Rsjc9TaLZQnUWqZoeISBtPqj/5s51toRtJHkaKOZT6doF+Y9j40vtcE4Z7O46uU50iOAuQ2lO6sq3+h621qkTQDQwYQrkhyEZo6gg7YZt1Tg59DGaXYp+XaWrbypKJU0QSFEui0uTuwwU5GSEoCTtiGRtczEOGn/pWyx+gZZfiyEsv3asU33CZUps2ZpcPisabmFwT7l9TtoHwb+ZpAqGExt3AHNpAOQOjOFPXp1/yN5AlD/Hrxit59Lcm/w4c2+3a5Kr6lZmxcQroNxQyOOWnxnbCv5Bg8nF/5kJW4iGVme/ZJQ+NONpknL+9EJT9dTrVh2ET98Fm5bAv5HNOK0oLAQwMbD9bSkDPOlbrVpY80PspVp2o8vpvPR2HcvQWdESAMRbYPs4FhHqL7VmTGhP+H2WG0UaTvAiDbZFPdCplLRtJOmUgiQZq7fGYmeFwyn/JQXu3OCnexMdtYNbdbCnHIx0msloQep6izibtDNfVqdzHm2+1Mk872rmEa0BwJz3CsZQ/uI9zQ5MMbaw2nb58EtxSvohNibrpq55S2srIM47FzT+gsWa2nEHy1lM7biH+b2BLP2Do5e8NRRBfO0d3oeToyfugFH1cxi0A/U6ifHqtImoAXBOScxMkxbsueZ+kQ2rlewU6SCMD+FuAIuSyUN8i6mFz6/3CviH69g19pNLh/tCYogpOFgn6FVW3uqGXEaiH/FCPCLdr05bAl8f7R3axpbSVhsHQArRnY+Wq5+bHCIMdDZhlcuRqcxznMjdjMf4hx6tkHwVYbicym57YuqIDGV7i4XMDuQ0nvb9lYZ2mM3QS95Xx+UMVYoYGFYzcsbAho8ded/Fg43FKJfKPfPgYFu1peDSZ9ZKDgykCMwI0Si3DUr3L8awxX3x06xPugG4MPq+Uqd91Iy+OeK2fi0EnFWSXaQPeL9Tpqw6QleTA=
Variant 2
DifficultyLevel
343
Question
Which of the following is greater than 900 centimetres?
Worked Solution
Compare all options to the conversions
900 centimetres = 9 metres = 9000 millimetres
Option 1 = 8000 mm = 800 cm ( × )
Option 2 = 6 m = 600 cm ( × )
Option 3 = 9500 millimetres = 950 cm ( ✓ )
Option 4 = 8 m = 800 cm ( × )
∴ 9500 millimetres is greater than 1 metre
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following is greater than 900 centimetres? |
| workedSolution | Compare all options to the conversions
>>900 centimetres = 9 metres = 9000 millimetres
>>Option 1 = 8000 mm = 800 cm ( $\times$ )
>>Option 2 = 6 m = 600 cm ( $\times$ )
>>Option 3 = {{{correctAnswer}}} = 950 cm ( $\checkmark$ )
>>Option 4 = 8 m = 800 cm ( $\times$ )
$\therefore$ {{{correctAnswer}}} is greater than 1 metre |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
345
Question
Which of the following is greater than 500 centimetres?
Worked Solution
Compare all options to the conversions
100 centimetres = 1 metres = 1000 millimetres
500 centimetres = 5 metres = 5000 millimetres
Option 1 = 6000 mm = 600 cm ( ✓ )
Option 2 = 3 m = 300 cm ( × )
Option 3 = 600 mm = 60 cm ( × )
Option 4 = 0.5 m = 50 cm ( × )
∴ 3000 millimetres is greater than 1 metre
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following is greater than 500 centimetres? |
| workedSolution | Compare all options to the conversions
>>100 centimetres = 1 metres = 1000 millimetres
>>500 centimetres = 5 metres = 5000 millimetres
>>Option 1 = 6000 mm = 600 cm ( $\checkmark$ )
>>Option 2 = 3 m = 300 cm ( $\times$ )
>>Option 3 = 600 mm = 60 cm ( $\times$ )
>>Option 4 = 0.5 m = 50 cm ( $\times$ )
$\therefore$ {{{correctAnswer}}} is greater than 1 metre |
| correctAnswer | |
Answers