At the same time, passenger cars and freight cars leave from a and B. passenger cars travel 60 kilometers per hour, and trains travel 10% of the whole journey per hour

At the same time, passenger cars and freight cars leave from a and B. passenger cars travel 60 kilometers per hour, and trains travel 10% of the whole journey per hour


Your question is not complete? Let's suppose that the total length of a to B is s km, and we will meet after driving for H
S= 60*h + 1/10s * h



Passenger cars and freight cars leave from a and B at the same time and meet after 4 hours. It is known that the speed ratio of passenger cars and freight cars is 7:5, and passenger cars travel 5 kilometers more per hour than freight cars?


After the meeting, the time for the freight car to arrive at a: 75 + 7 ^ (55 + 7 ^) 4, = 712 ^ (512 × 14), = 712 ^ 548, = 712 × 485, = 5.6 (hours); the total time for the freight car from B city to a City: 5.6 + 4 = 9.6 (hours); a: the total time for the freight car from B city to a city is 9.6 hours