30014
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
Variant 0
DifficultyLevel
580
Question
The sign shows opening hours of a car parking station.
Kenny wants to park his car for 2 hours to do some shopping, before collecting his car to drive home.
At which time below could he safely park his car and pick it up to drive home?
Worked Solution
11:30 am on Wednesday plus 2 hours means that Kenny picks up his car at 1:30 pm which is within the opening hours of the parking station.
∴ He should park at 11:30 am Wednesday.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The sign shows opening hours of a car parking station.
Kenny wants to park his car for 2 hours to do some shopping, before collecting his car to drive home.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2017/01/NAP-C4-NC16.png 200 indent3 vpad
At which time below could he safely park his car and pick it up to drive home? |
workedSolution | 11:30 am on Wednesday plus 2 hours means that Kenny picks up his car at 1:30 pm which is within the opening hours of the parking station.
$\therefore$ He should park at {{{correctAnswer}}}. |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
578
Question
The sign shows opening hours of a car parking station.
Fatima wants to park her combivan for 3.5 hours to do some shopping, before collecting her van to drive home.
At which time below could Fatima safely park her van and pick it up to drive home?
Worked Solution
6:30 am on Saturday plus 3.5 hours means that Fatima picks up her van at 10:00 am which is within the opening hours of the parking station.
∴ She should park at 6:30 am on Saturday.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The sign shows opening hours of a car parking station.
Fatima wants to park her combivan for 3.5 hours to do some shopping, before collecting her van to drive home.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2017/01/NAP-C4-NC16.png 200 indent3 vpad
At which time below could Fatima safely park her van and pick it up to drive home? |
workedSolution | 6:30 am on Saturday plus 3.5 hours means that Fatima picks up her van at 10:00 am which is within the opening hours of the parking station.
$\therefore$ She should park at {{{correctAnswer}}}. |
correctAnswer | |
Answers