There are two baskets of apples. The weight of the two boxes is 1.8 times that of the second box. If you take 6 kg from the first box and put it into the second box, the weight of the two boxes is the same. How many kg does the first and the second box weigh Solve by equation

There are two baskets of apples. The weight of the two boxes is 1.8 times that of the second box. If you take 6 kg from the first box and put it into the second box, the weight of the two boxes is the same. How many kg does the first and the second box weigh Solve by equation

Set basket B to be x kg
1.8X-6=X+6
0.8X=12
X=12/0.8
X=15
15*1.8=27
The original weight of a and B is 27kg and 15kg respectively

The weight ratio of the two baskets of apples is 5:4. If 20kg is taken out of basket a and put into basket B, then the weight ratio of the two baskets of apples is 1:2. How many kg are each packed?

20 (55 + 4-11 + 2), = 20 × 92, = 90 (kg), 90 × 55 + 4 = 50 (kg), 90 × 45 + 4 = 40 (kg). A: there were 50 kg apples in basket a and 40 kg apples in basket B

A and B have two cases of apples. The weight of a is 4 times that of B. If you take 10 kg from a and load it into B, the weight of a is 1.4 times that of B. how many kg does a and B weigh
Urgent need

If B weighs x kg, a weighs 4x kg
According to the meaning of the title:
4x-10=1.4*(x+10)
2.6x=24
x=120/13 ≈9.23
A: 4x ≈ 36.92