Question

В двух корзинах по 32кг яблок. Вначале из первой корзины взяли 25%имевшихся там яблок и положили их во вторую корзину. Потом из второй корзины взяли 25% оказавшихся там яблок и положили их в первую корзину. В какой корзине яблок стало больше а в какой меньше?

Answer 1

было:
1 корзина = 2 корзина = 32 кг.
сначало стало:
1 корзина:  32 - 0,25*32 = 32 - 8 = 24 кг,
2 корзина:  32 + 0,25*32 = 32 + 8 = 40 кг.
потом стало:
1 корзина:  24 + 0,25*40 = 24 + 10 = 34 кг.  
2 корзина:  40 - 0,25*40 = 40 - 10 = 30 кг.

ответ: в 1 корзине стало больше яблок

Answer 2

Problem Analysis

We have two baskets, each containing 32 kg of apples. We are given that 25% of the apples from the first basket are taken and placed in the second basket. Then, 25% of the apples from the second basket are taken and placed back in the first basket. We need to determine which basket has more apples and which one has fewer apples after these operations.

Solution

To solve this problem, let's break it down step by step:

1. Initially, both baskets contain 32 kg of apples each. 2. 25% of the apples from the first basket are taken and placed in the second basket. This means that 25% of 32 kg, which is 8 kg, is moved from the first basket to the second basket. 3. After this operation, the first basket will have 32 kg - 8 kg = 24 kg of apples, and the second basket will have 8 kg of apples. 4. Next, 25% of the apples from the second basket are taken and placed back in the first basket. This means that 25% of 8 kg, which is 2 kg, is moved from the second basket to the first basket. 5. After this operation, the first basket will have 24 kg + 2 kg = 26 kg of apples, and the second basket will have 8 kg - 2 kg = 6 kg of apples.

Therefore, the first basket will have 26 kg of apples, which is more than the second basket, which will have 6 kg of apples.

Answer

After the operations described, the first basket will have more apples (26 kg) and the second basket will have fewer apples (6 kg).