30021
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
Variant 0
DifficultyLevel
683
Question
A truck driver plans to drive from Cairns to the Gold Coast.
The driving time for the journey is 19 hours.
The driver must stop for at least 8 hours rest after every 10 hours of driving.
What is the latest time that the driver can depart Cairns on Monday to arrive in the Gold Coast at 2 pm on Tuesday?
Worked Solution
|
|
Total travel time |
= 19 + 8 |
|
= 27 hours |
∴ Time driver must leave Cairns
|
= 2 pm Tuesday less 27 hours |
= 2 pm Monday less 3 hours |
= 11 am Monday |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A truck driver plans to drive from Cairns to the Gold Coast.
The driving time for the journey is 19 hours.
The driver must stop for at least 8 hours rest after every 10 hours of driving.
What is the latest time that the driver can depart Cairns on Monday to arrive in the Gold Coast at 2 pm on Tuesday? |
workedSolution |
|||
|-|-|
|Total travel time|= 19 + 8|
||= 27 hours|
sm_nogap $\therefore$ Time driver must leave Cairns
>>||
|-|
|= 2 pm Tuesday less 27 hours|
|= 2 pm Monday less 3 hours|
|= 11 am Monday|
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
681
Question
A long haul truck driver plans to drive from Brisbane to Kathryn.
The driving time for the journey is 15 hours.
The driver must stop for at least 3 hours rest after every 6 hours of driving.
What is the latest time that the driver can depart Brisbane to arrive in Kathryn at 5 pm on Thursday?
Worked Solution
|
|
Total travel time |
= 6 + 3 + 6 + 3 + 3 |
|
= 21 hours |
∴ Latest time to leave Brisbane
|
= 5 pm Thursday less 21 hours |
= 5 pm Wednesday plus 3 hours |
= 8 pm Wednesday |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A long haul truck driver plans to drive from Brisbane to Kathryn.
The driving time for the journey is 15 hours.
The driver must stop for at least 3 hours rest after every 6 hours of driving.
What is the latest time that the driver can depart Brisbane to arrive in Kathryn at 5 pm on Thursday? |
workedSolution |
|||
|-|-|
|Total travel time|= 6 + 3 + 6 + 3 + 3|
||= 21 hours|
sm_nogap $\therefore$ Latest time to leave Brisbane
>>||
|-|
|= 5 pm Thursday less 21 hours|
|= 5 pm Wednesday plus 3 hours|
|= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
671
Question
A family plans to drive from Wollongong to Coffs Harbour.
The driving time for the journey is 7 hours.
The driver must stop for at least 15 minutes rest after every 2 hours of driving.
What is the latest time that the family can depart Wollongong to arrive in Coffs Harbour at 2 pm?
Worked Solution
|
|
Total travel time |
= 7 hours + 3 × 15 minutes |
|
= 7 hours 45 minutes |
∴ Family must depart Wollongong
|
= 2 pm less 7 hours 45 minutes |
= 6:15 am |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A family plans to drive from Wollongong to Coffs Harbour.
The driving time for the journey is 7 hours.
The driver must stop for at least 15 minutes rest after every 2 hours of driving.
What is the latest time that the family can depart Wollongong to arrive in Coffs Harbour at 2 pm? |
workedSolution |
|||
|-|-|
|Total travel time|= 7 hours + 3 $\times$ 15 minutes|
||= 7 hours 45 minutes|
sm_nogap $\therefore$ Family must depart Wollongong
>>||
|-|
|= 2 pm less 7 hours 45 minutes|
|= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
672
Question
A removalist needs to drive from Adelaide to Melbourne for a job.
The driving time for the journey is 10 hours.
The driver must stop for at least 30 minutes rest after every 3 hours of driving.
What is the latest time that the driver can depart Adelaide to arrive in Melbourne at 5 pm?
Worked Solution
|
|
Total travel time |
= 10 hours + 3 × 30 minutes |
|
= 11 hours 30 minutes |
∴ Driver must leave Adelaide
|
= 5 pm less 11 hours 30 minutes |
= 5:30 am |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A removalist needs to drive from Adelaide to Melbourne for a job.
The driving time for the journey is 10 hours.
The driver must stop for at least 30 minutes rest after every 3 hours of driving.
What is the latest time that the driver can depart Adelaide to arrive in Melbourne at 5 pm? |
workedSolution |
|||
|-|-|
|Total travel time|= 10 hours + 3 $\times$ 30 minutes|
||= 11 hours 30 minutes|
sm_nogap $\therefore$ Driver must leave Adelaide
>>||
|-|
|= 5 pm less 11 hours 30 minutes|
|= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
675
Question
Graham plans to start his university studies by driving from Broken Hill to Sydney.
The driving time for the journey is 13 hours.
Graham plans to stop for at least 15 minutes rest after every 2 hours of driving.
What is the latest time that Graham can depart Broken Hill to arrive in Sydney at 9 pm?
Worked Solution
|
|
Total travel time |
= 13 hours + 6 × 15 minutes |
|
= 14 hours 30 minutes |
∴ Graham must leave Broken Hill
|
= 9 pm less 14 hours 30 minutes |
= 9 am less 2 hours 30 minutes |
= 6:30 am |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Graham plans to start his university studies by driving from Broken Hill to Sydney.
The driving time for the journey is 13 hours.
Graham plans to stop for at least 15 minutes rest after every 2 hours of driving.
What is the latest time that Graham can depart Broken Hill to arrive in Sydney at 9 pm? |
workedSolution |
|||
|-|-|
|Total travel time|= 13 hours + 6 $\times$ 15 minutes|
||= 14 hours 30 minutes|
sm_nogap $\therefore$ Graham must leave Broken Hill
>>||
|-|
|= 9 pm less 14 hours 30 minutes|
|= 9 am less 2 hours 30 minutes|
|= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
668
Question
Kim is driving back to Newcastle from Coonamble.
The driving time for the journey is 5 hours and 45 minutes.
Kim plans to stop for at least 15 minutes rest after every 2 hours of driving.
What is the latest time that Kim can depart Coonamble to arrive in Newcastle at 3 pm?
Worked Solution
|
|
Total travel time |
= 5 hours 45 minutes + 2 × 15 minutes |
|
= 6 hours 15 minutes |
∴ Kim's departure time
|
= 3 pm less 6 hours 15 minutes |
= 9 am less 15 minutes |
= 8:45 am |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Kim is driving back to Newcastle from Coonamble.
The driving time for the journey is 5 hours and 45 minutes.
Kim plans to stop for at least 15 minutes rest after every 2 hours of driving.
What is the latest time that Kim can depart Coonamble to arrive in Newcastle at 3 pm? |
workedSolution |
|||
|-|-|
|Total travel time|= 5 hours 45 minutes + 2 $\times$ 15 minutes|
||= 6 hours 15 minutes|
sm_nogap $\therefore$ Kim's departure time
>>||
|-|
|= 3 pm less 6 hours 15 minutes|
|= 9 am less 15 minutes|
|= {{{correctAnswer}}}|
|
correctAnswer | |
Answers