Measurement, NAPX-p116963v01
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
Variant 0
DifficultyLevel
465
Question
The table below shows the session times of movies.
|
Frozen |
Tangled |
Peter Pan |
Cars |
| Start Time |
9:45 am |
1:00 pm |
1:30 pm |
2:10 pm |
| Finish Time |
11:45 am |
3:50 pm |
4:00 pm |
4:50 pm |
Which of these movies lasts two and a half hours?
Worked Solution
1:30 pm to 4:00 pm
= 2 hours and 30 minutes
∴ Peter Pan
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The table below shows the session times of movies.
>| | Frozen | Tangled | Peter Pan | Cars |
|:-:|:-:|:-:|:-:|:-:|
| Start Time| 9:45 am| 1:00 pm| 1:30 pm| 2:10 pm|
| Finish Time | 11:45 am| 3:50 pm|4:00 pm|4:50 pm|
Which of these movies lasts two and a half hours? |
| workedSolution | 1:30 pm to 4:00 pm
>> = 2 hours and 30 minutes
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
462
Question
The table below shows the session times of movies.
|
Evil Dead |
Ed Wood |
Fight Club |
Blood Brothers |
| Start Time |
2:00 pm |
3:10 pm |
3:45 pm |
4:30 pm |
| Finish Time |
4:50 am |
5:40 pm |
5:15 pm |
7:20 pm |
Which of these movies lasts two and a half hours?
Worked Solution
3:10 pm to 5:40 pm = 2 hours and 30 minutes
∴ Ed Wood
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The table below shows the session times of movies.
>| | Evil Dead | Ed Wood | Fight Club | Blood Brothers |
|:-:|:-:|:-:|:-:|:-:|
| Start Time| 2:00 pm| 3:10 pm| 3:45 pm| 4:30 pm|
| Finish Time | 4:50 am| 5:40 pm|5:15 pm|7:20 pm|
Which of these movies lasts two and a half hours? |
| workedSolution | 3:10 pm to 5:40 pm = 2 hours and 30 minutes
$\therefore$ Ed Wood |
| correctAnswer | |
Answers