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27 Apr 2021, 08:30
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C
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Difficulty:
15%
(low)
Question Stats:
84% (01:44) correct
16%
(02:07)
wrong
based on 95
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If a train runs at 40 km/h, it reaches its destination late by 11 min but if it runs at 50 km/h, it is late by 5 min only. The correct time for the train to complete its journey is
(A) 13 min
(B) 15 min
(C) 19 min
(D) 21 min
(E) 22 min
(A) 13 min
(B) 15 min
(C) 19 min
(D) 21 min
(E) 22 min
27 Apr 2021, 09:00
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Given: If a train runs at 40 km/h, it reaches its destination late by 11 min but if it runs at 50 km/h, it is late by 5 min only.
Asked: The correct time for the train to complete its journey is
Let the time for reaching destination be t min.
40(t+11) = 50(t+5)
40t + 440 = 50t + 250
10t = 190
t = 19 min
IMO C
Asked: The correct time for the train to complete its journey is
Let the time for reaching destination be t min.
40(t+11) = 50(t+5)
40t + 440 = 50t + 250
10t = 190
t = 19 min
IMO C
27 Apr 2021, 15:00
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If a train runs at 40 km/h, it reaches its destination late by 11 min but if it runs at 50 km/h, it is late by 5 min only. The correct time for the train to complete its journey is
Distance is same.
So, \(\frac{40}{60}\)*(t+11) = \(\frac{50}{60}\)*(t+5)
or, 40t + 440 = 50t + 250 or, t = \(\frac{190}{10}\) = 19 mins
So, I think C.
Distance is same.
So, \(\frac{40}{60}\)*(t+11) = \(\frac{50}{60}\)*(t+5)
or, 40t + 440 = 50t + 250 or, t = \(\frac{190}{10}\) = 19 mins
So, I think C.
