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
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
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