MIN STD Q1
Question
{{{a}}} is catching a {{{b}}}. She misses a {{{c}}} by {{{d}}} minutes and then waits for another {{{e}}} minutes for the next {{{f}}} which arrives on time at {{{g}}}
At what time did the earlier tram leave?
Worked Solution
1st tram leftd+e=22 minutes ago
∴1st tram left=g less 22 minutes=11:00 less 5 minutes=correctAnswer 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
Variant 0
DifficultyLevel
101
Question
Shelly is catching a tram. She misses a tram by 6 minutes and then waits for another 16 minutes for the next tram which arrives on time at 11:17
At what time did the earlier tram leave?
Worked Solution
1st tram left6+16=22 minutes ago
∴1st tram left=1117 less 22 minutes=11:00 less 5 minutes=1055 Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| a | |
| b | |
| c | |
| d | |
| e | |
| f | |
| g | |
| correctAnswer | |
Answers