The total weight of the two baskets of apples is 93 kg, one fourth of which is 15 kg more than one seventh of that of the second basket. How many kg do the two baskets weigh? I want to solve the problem and the answer, to check the right line, a good answer, I give you points! Pay attention! I don't want X and y to solve this problem, because we haven't learned how to use y to solve it! The way we do these problems is to regard the whole as 1. Please learn from me to do this problem!

The total weight of the two baskets of apples is 93 kg, one fourth of which is 15 kg more than one seventh of that of the second basket. How many kg do the two baskets weigh? I want to solve the problem and the answer, to check the right line, a good answer, I give you points! Pay attention! I don't want X and y to solve this problem, because we haven't learned how to use y to solve it! The way we do these problems is to regard the whole as 1. Please learn from me to do this problem!

If the apple in basket a weighs x kg, then the apple in basket B weighs 93-x kg
x/4=（93-x）/7+15
7x=（93-x）×4+15×28
7x=372-4x+420
11x=792
x=72
93-x = 21 kg
A: basket a weighs 72 kg? Basket B weighs 21 kg
One fourth of a basket is 15 kg more than one seventh of B basket,
Then, 1 / 4 times 4 in basket a is 15 × 4 more than 1 / 7 times 4 in basket B = 60 kg
That is to say, basket a is 60kg more than 4 / 7 of basket B
And because the two baskets of apples weigh 93 kg
Then (93-60) / (1 + 4 / 7) = 33 × 7 / 11 = 21 kg
A basket has 93-21 = 72 kg