The total weight of the two baskets of apples is 74.8 kg. If 7.6 kg is taken out of the first basket and put into the second basket, the two baskets of apples are now equal in weight How many kilos each?

The total weight of the two baskets of apples is 74.8 kg. If 7.6 kg is taken out of the first basket and put into the second basket, the two baskets of apples are now equal in weight How many kilos each?


Suppose the first basket is x kg and the second basket is 74.8-x
x-7.6=74.8-x+7.6
That is, 2x = 90
The solution is x = 45
74.8-x=29.8
A: the first basket is 45 kg, and the second basket is 29.8 kg
Arithmetic:
The last two baskets are 74.8 △ 2 = 37.4
So the first basket: 37.4 + 7.6 = 45
Second basket: 37.4-7.6 = 29.8
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There are two baskets of apples. If you take 3.9kg from the first basket and put it in the second basket, it is the same mass of the two baskets of apples


The first basket is 3.9 + 3.9 = 7.8kg more than the second basket



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