An automobile transportation company has two fleets of a and B, with a total of 50 vehicles. Due to business needs, 20 vehicles are transferred from team B to support team A. at this time, team a has% of the total number of vehicles An automobile transportation company has two fleets of a and B, with a total of 50 vehicles. Due to business needs, 20 vehicles are transferred from team B to support team A. at this time, the number of vehicles in team a is just twice that of team B. how many vehicles did team a and team B have? An automobile transportation company has two teams of 150 vehicles, team a and team B. due to business needs, 20 vehicles are transferred from team B to support team A. at this time, the number of vehicles in team a is just twice that of team B. how many vehicles did team a and team B have?

An automobile transportation company has two fleets of a and B, with a total of 50 vehicles. Due to business needs, 20 vehicles are transferred from team B to support team A. at this time, team a has% of the total number of vehicles An automobile transportation company has two fleets of a and B, with a total of 50 vehicles. Due to business needs, 20 vehicles are transferred from team B to support team A. at this time, the number of vehicles in team a is just twice that of team B. how many vehicles did team a and team B have? An automobile transportation company has two teams of 150 vehicles, team a and team B. due to business needs, 20 vehicles are transferred from team B to support team A. at this time, the number of vehicles in team a is just twice that of team B. how many vehicles did team a and team B have?

If team a has x cars, then team B has (50-x)
x+20=2『（50-x）-20』

A certain automobile transportation company has two teams of 150 vehicles. Due to work needs, 20 vehicles are transferred from team B to support team A. This is team a
A certain automobile transportation company has two teams of 150 cars. Due to the need of work, 20 cars are transferred from team B to support team A. at this time, the number of cars in team a is just twice that of team B. how many cars did team a and team B have? Use the equation!

Suppose that there were x vehicles in a and 150-x vehicles in B
2（150-x-20）=x+20
260-2x=x+20
3x=240
x=80
150-80 = 70 vehicles
A: a used to have 80, B used to have 70

Party A and Party B have 180 cars in total. Due to transportation needs, 30 cars are transferred from Party A to support team B, so that team B's cars are twice as much as team a's. how many cars are there in each team?

Now a has: 180 (1 + 2) = 60 cars
Original A: 60 + 30 = 90
Original B: 180-90 = 90