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This is a calculation problem of elementary school time, which can be calculated in this way, it runs for 10 hours and 10 minutes from 13:50 to 24:00 that day, and 8 hours and 30 minutes from 24:00 to 8:30 the next day, so the train runs for a total of 18 hours and 40 minutes.
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Summary. Hello, I have seen your question and am sorting out the answer, please wait a while A train departs at 9:15 and arrives at 11:05. How much time did this train take on its way?
Hello, I have seen your question, and I am sorting out the answer, please wait for a while Hello, I am happy to answer your question, a train departs at 9:15 and arrives at 11:05.
The time that passes on the way of this train is to take 11:05 minus 9:15, and the result is 1 hour and 50 minutes.
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Summary. After an hour and fifty minutes.
A train departs at 9:15 and arrives at 11:05. How much time did this train take on its way?
After an hour and fifty minutes.
You can understand it this way: if the train arrives at 11:15, it will take two hours.
But now it's eleven and a half o'clock, ten minutes early.
So it's an hour and fifty minutes.
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Summary. A train was scheduled to arrive at 3:40 p.m., 25 minutes later than the actual train, and the actual arrival time of this train was 4:05 p.m.
A train was scheduled to arrive at 3:40 p.m., 25 minutes later than the actual one, and the actual arrival time of this train was.
A train was scheduled to arrive at 3:40 p.m., 25 minutes later than the actual train, and the actual arrival time of this train was 4:05 p.m.
The method of this problem is the use of time. He is later than the agreed time, that is, he can add 25 minutes to the agreed time.
3:40+25 minutes. Add 20 minutes to 4:00 and then it's 4:05. That's how this question works. <>
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A: This train travels for minutes.
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11:15 p.m. minus 2:45 p.m. equals 8:30 p.m.
A: I drove for a total of 8:30 minutes.
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This question can be counted well by kindergarten children, but you can't calculate how long. Ay.
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It can be counted in segments:
Day 1, 13:50 to 24:00 (also midnight) 10:10 Day 2, 0:00 to 8:30 8:30
The train ran for 18 hours and 40 minutes.
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18 hours and 50 minutes simple algorithm, subtract 5 hours and 10 minutes from another 24 hours.
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However, on the first day, from 13:50 to 24:00, it is also 0:00, which is equal to 3 10, and on the second day, it is from 0:00 to 8:50, and 8:30 is equal to 180 This train is a total of 18 hours.
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4 p.m. is 4 p.m., 16 p.m. - 12:35 p.m. = 3:25 p.m., A: 3:25 p.m
Therefore, the state called Lu to answer the chain of tan: 3, 25
Solution: The problem of trains crossing bridges.
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