20031
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
Variant 0
DifficultyLevel
607
Question
Paul is driving from Wollongong to Taree via Hexham.
His estimated travel times are in the table below.
Wollongong to Hexham |
3 hours 20 minutes |
Hexham to Taree |
1 hour 20 minutes |
Paul plans to leave Wollongong at 8:30 am and take a 15 minute rest stop in Hexham.
Using these driving times and rest time, when should Paul arrive in Taree?
Worked Solution
8:30 am plus 3 hours 20 minutes = 11:50 am
11:50 am plus 15 minutes rest = 12:05 pm
12:05 pm plus 1 hour 20 minutes ⇒ 1:25 pm
∴ Paul arrives about 1:30 pm.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Paul is driving from Wollongong to Taree via Hexham.
His estimated travel times are in the table below.
>>| Wollongong to Hexham | 3 hours 20 minutes |
|:-|:-:|
| Hexham to Taree | 1 hour 20 minutes|
Paul plans to leave Wollongong at 8:30 am and take a 15 minute rest stop in Hexham.
Using these driving times and rest time, when should Paul arrive in Taree? |
workedSolution | 8:30 am plus 3 hours 20 minutes = 11:50 am
11:50 am plus 15 minutes rest = 12:05 pm
12:05 pm plus 1 hour 20 minutes $\Rightarrow$ 1:25 pm
$\therefore$ Paul arrives about 1:30 pm. |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
605
Question
Ginger is driving from Lennox Head to Gateshead via Bellingen.
Her estimated travel times are in the table below.
Lennox Head to Bellingen |
3 hours 25 minutes |
Bellingen to Gateshead |
4 hours 40 minutes |
Ginger plans to leave Lennox Head at 6:20 am and take a 30 minute rest stop in Bellingen.
Using these driving times and rest time, when should Ginger arrive in Gateshead?
Worked Solution
6:20 am plus 3 hours 25 minutes = 9:45 am
9:45 am plus 30 minutes rest = 10:15 pm
10:15 pm plus 4 hours 40 minutes ⇒ 2:55 pm
∴ Ginger arrives about 3:00 pm.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Ginger is driving from Lennox Head to Gateshead via Bellingen.
Her estimated travel times are in the table below.
>>| Lennox Head to Bellingen | 3 hours 25 minutes |
|:-|:-:|
| Bellingen to Gateshead| 4 hours 40 minutes|
Ginger plans to leave Lennox Head at 6:20 am and take a 30 minute rest stop in Bellingen.
Using these driving times and rest time, when should Ginger arrive in Gateshead? |
workedSolution | 6:20 am plus 3 hours 25 minutes = 9:45 am
9:45 am plus 30 minutes rest = 10:15 pm
10:15 pm plus 4 hours 40 minutes $\Rightarrow$ 2:55 pm
$\therefore$ Ginger arrives {{{correctAnswer}}}. |
correctAnswer | |
Answers
U2FsdGVkX19eOR3+Ym0YX1ziczw7ItRgAPPG/ktKuQPaJvysLIKOykTcCyxPM6TNqzqh1tlnqM6rTlj6spoINFC/odbzdBLeSIDE2eQjQ0Ti+yV5jiutCB56dgyLaeyK5BQm0DsGhHfa4WoASFZ4IhEQtZAycz0KhG/PqRH8/7xvyr9MDTFGNLQrCnCB8KmWD8ieO512TXOAMonwQFFztjy2tHU7g7J91m6SNAt3AL/J114IQQpv/rpdljQ0KH93hHzu44d8qKoFUo25ySDEFU9rT0BUM45h1tIHS3bSVBqCtmDN/4qr2Pahcir+M7k5z2tY2vvbv+9luGzM57SfsdlnLBmBgh8/0X89udMWiqDtnMcfW8sbQa1kVJYH4hds4cCw0sPOuq932Tesb+9UXEdSram42rFSFOO1Wbh766E1fKvmlFMzezjZHVjPmeAaXOyTGUAj/42MUU7atqPoSDJnD/fc7QAm3/1yPSghcUuOkaey8TZH+p8A42fhGAPezdoPvSKHMGFuPQCv4iP5ueD4v7qEgFt2bKtaHNvNRVUOhdnhhrtsbG4bKDmeQkhknyVa10iFx+avEE1JHjlXC3sMtYX9De25iha2ST8iZdqIbZeFaS7godfgOEmjX+TOMzdYb7uUY/NNy2fUPFf/GtGgUSqA+DEDWwWal+vNc91IRzHV8KQFhCALNfLYZPLOhdePXBI+/lQbHPO3OQTr0X9qG3QsCpQqQHfeM8vkIxyqxtGQcQUuni9ihxJ70zrQc3HIEgYeO2rUP2zPsLpnVrFZeB8/XUjtl+GvYxWjeooZV8YunIZPxqkSNaa1Go8WKHhG+SJitSjgcxikNV8AeGxm5yFmSCDmutpJII5oOWbScZNfp0n8ADlb/p6r4bmbhilwuhizCTPDg34kiAZCguRINN0xsVpj/f9kJ1eahfC3O4awgbPF9ktJR4oOkLes2e50hTtoN5xcb/C9o6ewTi8LIrivvXyrXY9bf0PMr5SfTAfIlKFm3X9dlreJGgmrJFhoB3mBKVqSpKqnxPSQq3B2MCbSEcWYz8jogVlGt6PSC9+xzSGEN8w5ROSbjPMmOTHvnVnBxQo0ubM/HpAnCZnRB2tgWpyqKjQ8W719aDUX5I/BOszG4xTrWS5Z63eVcjSe+rCEW/WhRdbIbqVx8NH9jINqJLUJP013EPcGjX8oboVOFv5MxA1tgzQX6tcpEbQ9hNsNRhvLCd3fGquBC9Y0n6eiOzFKIELFQB3cxKbMgxznEAdyu58LSaE6pqNgKmoxly9Q1UhKsE2C+UQOGaj35y+CR7Va4oQDRvRjx8CspoMo7mLWLHjTCKlHOrSnjNcZx5xUsFEu0cGm3CXInZl4CCHWIsuMPXjMWA5R0IqNbPJDZt1Xcl8DTbPqt9peqVWutnwzQhmFJE1DTKm5yIcuurGg0wSdYn3aSbyV9Hb2NevU38pGH50nu0g60vprcjYeDXgVkjAZJAtBT+SkPCEd1iRhUDqHpnNFwGH0mTZSmZp2ERVgjzziBjIqezJEyZw24LtogQXc3W488kZFGxWzjs/08bA+EkQ1XKj6ILX1CbtQ2xD9eEOwP3b2QU9jnDPx+eGWGZIFMeTGtdP/hLDAn1IB15MeFZUyqanmLnfYsNEqY3G9x6dihU/cCiuC36bSY4hR7cL3Fn/6dMyV16/mxiNXik4ePbGZH7x6pIVEXUY5E+x7StAoNKscGSryx9xHmkFKWd6musXdRweMJ9JaAiZsTyAwBUQ23vllOdxG9uJxQUFWNKogRVvOqmd0aJuWIEFvnEZnRNC2b7m8+JTWs/V6Ucn0k9mJgYySQYd7bM0gPOku1NfBm2a3ZJz2X1Lh8Q4cW3x531IhSDtnBaH8fFeESbW8IUwkvRCgRG7/H2H40GvO9RtvLQWotC/yULj9HdFHokfEP3QYKI6XA3IeX81ZPWZj9X4R2vnGYaOqdUqO79GvHWuEJNM5Jz+RPdn1R+gzRQrg/PLzZeGqLpG80gNKAptpJFMLU47p+b4cHYwzYXu85pxg7yhlI2htmwPfCv17b1cFpBBpzPK/DV6ROjSA8qBHTvx0fW4PHWSREIgZXHfGqFnpKZDVDwuxJ2MLfI/n/TWMUo2psFNZ/jLKoJAJSzZ9/l4Bkht/kM5WputrSmdRK5W7IdpnIM/IEvKOjh1QL9qO9Y7DvpgKl6EHdL6w9YzS0Sj29pYy+xJosVlyxG6cuE15jQfnCXWJwbzNYNu433wdS7pbJkIxODXvgIzfOT+7dhRkPVNuEllaS1jK2RWoAKeysxn03vM1ZGm1typRoi9339ZR7ItG/UXlK373FWgAT2W26XON9LRKbHy5ENMdJ+WTMCyxAE4n6iBFZk94tZC2EI9zF7W2OJgmA3rGalJzBxs/W9ToRd+fsOrZQK8TFUgMEdLxdmfXi/S82xc09Q8BxpE6XpfqNUVzAKIgMgYnbuI6LJbKMXrzM/ufgBi0564FM3bZVSHNehrKab8v+IaxIhRJ5PXWWqno3M1M5izxjF+Zq0EEfiARL+AtN/yMtQ0C3RJbiOODq902gN0c9/iar4GnFd0/y8GE2ESvaLmirqzixvqZdZWq5Tmr9/7/EC94MGdxywDRkeLRVorqjgkmGvQPnBXDAi8FzVfTqWeKIm1H89l+hE8KIG4BEBzcMabCFvDo4MzTQZL1YUM2t7W90puiWOsP7k9XfmBDPochgHbub8h85qKYfwLpdyjz7R5sVjHkLbwNPJpvQfpOi70u3CzVIT7T1JEcmkss5mdH0uiHi1U1SgIHQfjFdJVrbdYF8gg5DCNR27UVerdEkcNOHhV0Tfn83G6+HyiHzFfVOd5mS3bsJhRsofoMbW4hp9+J90LcQ0U7/rdncoZDd+aPVY779OwlOovSNLKbG17r6lWHNU/ERprlSyUO4dgGvvo74/rAfdMob1c/5HIpjh2qihjU7bYUauISiG8O422uugP+hCA20GmSaFvTQeRN2lpU64vxV2R4uW/U6E7zcQxBQLv4DKWxxdpOmbYqbYdXb76sj03BcqvI3UVsQnB1lpl5Tz1jEjpEBAeAHH4dINZcZIn57wQPvzQZlB+N7//p5C3gNAwWHPJWFPhT9PkUHf2Jmg0nm/WW+cZQokcpfO/j1nZfS99adIVv6yH6CnD5nzf9JJZCWSdobcjYuhr3lD7EVrtXTbdCVYS0SUqsNCXzvJiNqKCRsaW1w+MYg7Fb1NWuXF5Odyo4LncdTTYRHtty+bQJFfs/+lDv0/XbIHt1Rdy3GUBP3cF4HflsnrKJToLXkRnntHmozO4+1JGJ6G0eAPQ5YtVwTjoaT2VlczEISuV5wic42weXnyRgS1XtZ8e1ra9xBW1hkHIW5Kbm0fQaKz7BeG57xczfg8y/A4MMiJ11clO+Crpj2x76/PjgOP+SLarzvFo=
Variant 2
DifficultyLevel
620
Question
Miley is driving from Byron Bay to Noosa via Southport.
Her estimated travel times are in the table below.
Byron Bay to Southport |
1 hour 15 minutes |
Southport to Noosa |
2 hours 20 minutes |
Miley plans to leave Byron Bay at 6:30 am and take a 20 minute rest stop in Southport.
Using these driving times and rest time, when should Miley arrive in Noosa?
Worked Solution
6:30 am plus 1 hour 15 minutes = 7:45 am
7:45 am plus 20 minutes rest = 8:05 am
8:05 am plus 2 hours 20 minutes ⇒ 10:25 am
∴ Ginger arrives about 10:30 am.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Miley is driving from Byron Bay to Noosa via Southport.
Her estimated travel times are in the table below.
>>| Byron Bay to Southport | 1 hour 15 minutes |
|:-|:-:|
| Southport to Noosa | 2 hours 20 minutes|
Miley plans to leave Byron Bay at 6:30 am and take a 20 minute rest stop in Southport.
Using these driving times and rest time, when should Miley arrive in Noosa? |
workedSolution | 6:30 am plus 1 hour 15 minutes = 7:45 am
7:45 am plus 20 minutes rest = 8:05 am
8:05 am plus 2 hours 20 minutes $\Rightarrow$ 10:25 am
$\therefore$ Ginger arrives {{{correctAnswer}}}. |
correctAnswer | |
Answers