Xiao Ming is looking out of the window at the milestone. The number Xiao Ming sees at 12 o'clock is a two digit number, and the sum of the numbers is 7; the number he sees at 13 o'clock is the same as the previous number On the contrary, what you see at 14:00 is a three digit number, which is one more 0 than what you see at 12:00. Find the number you see at 12:00? (the car runs at average speed)

Xiao Ming is looking out of the window at the milestone. The number Xiao Ming sees at 12 o'clock is a two digit number, and the sum of the numbers is 7; the number he sees at 13 o'clock is the same as the previous number On the contrary, what you see at 14:00 is a three digit number, which is one more 0 than what you see at 12:00. Find the number you see at 12:00? (the car runs at average speed)


The number you see at 12 is 16
Let the one digit number seen at 12 o'clock be x and the ten digit number be y
10x+y-x-10y=100y+x-10x-y
x+y=6
x=1 y=6



Xiao Ming was riding in a car driving on the highway at a constant speed. At 9:00, Xiao Ming first observed that the milestone on the roadside was a double-digit number with ten digits and one
At 10:00, the second time we observed the two digits of the roadside milestone was exactly the two digit exchange position of the two digits we saw for the first time. The third time we saw that the milestone was three digits. This three digit is to add the number 0 to the middle of the two digits we saw for the first time to find the two digits Xiaoming saw for the first time


Let X be the number of ten digits you see for the first time
(10x+1)-(10+x)=(100+x)-(10x+1)
The solution is x = 6
So the first ten is 16



A. B, C three trains in a station (as shown in the figure), a train passengers see B train moving eastward, B train passengers see C train and platform are moving eastward, C train passengers see a train moving westward. Platform people see a, B, C three trains moving in what direction?