30022
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
Variant 0
DifficultyLevel
524
Question
An end of term school assembly started at 10:30 am and went for 243 hours.
School then finished 41 hour after the assembly ended.
What time did school finish?
Worked Solution
|
| = 10:30 am + 2 hr 45 mins |
| = 1:15 pm |
∴ School finishes at 1:30 pm.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | An end of term school assembly started at 10:30 am and went for $2 \dfrac{3}{4}$ hours.
School then finished $\dfrac{1}{4}$ hour after the assembly ended.
What time did school finish?
|
| workedSolution |
sm_nogap Finish time of assembly
>>||
|-|
|= 10:30 am + 2 hr 45 mins|
|= 1:15 pm|
$\therefore$ School finishes at {{{correctAnswer}}}.
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
528
Question
Nica started cleaning her room at 8:10 am and it took her 421 hours to finish.
She then had lunch which took 41 hour.
What time did Nica finish eating lunch?
Worked Solution
Room cleaning finishes at 8:10 am plus 4 hours and 30 minutes, which is 12:40 pm.
12:40 pm plus 15 minutes means Nica finishes eating lunch at 12:55 pm.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Nica started cleaning her room at 8:10 am and it took her $4\dfrac{1}{2}$ hours to finish.
She then had lunch which took $\dfrac{1}{4}$ hour.
What time did Nica finish eating lunch? |
| workedSolution | Room cleaning finishes at 8:10 am plus 4 hours and 30 minutes, which is 12:40 pm.
12:40 pm plus 15 minutes means Nica finishes eating lunch at 12:55 pm. |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
531
Question
Henry attended a meeting at 1:30 pm and it lasted for 321 hours.
He then drove home, which took him 43 hours.
What time did Henry get home?
Worked Solution
Meeting finishes at 1:30 plus 3 hours and 30 minutes, which is 5:00 pm.
5:00 pm plus 45 minutes means Henry arrives home at 5:45 pm.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Henry attended a meeting at 1:30 pm and it lasted for $3\dfrac{1}{2}$ hours.
He then drove home, which took him $\dfrac{3}{4}$ hours.
What time did Henry get home? |
| workedSolution | Meeting finishes at 1:30 plus 3 hours and 30 minutes, which is 5:00 pm.
5:00 pm plus 45 minutes means Henry arrives home at 5:45 pm. |
| correctAnswer | |
Answers