Question

СРОЧНО ОЧЕНЬ!!!!!!!!!!!!!!!!!! У продавца было два ящика с яблоками В первом ящике было 60 кг яблок, а во втором ящике было 90 кг яблок. Когда из второго ящика продали в 5 раза больше яблок, чем из первого, то в первом осталось в 3 раза больше яблок, чем во втором.

Answer 1

Ответ:

15 кг продали из первого ящика и 75 кг из второго

Пошаговое объяснение:

Пусть из 1 ящика продали х кг, тогда из 2 продали 5х кг. Составим уравнение.

60-х=3(90-5х)

60-х=270-15х

-х+15х=270-60

14х=210

х=15

15 кг продали из первого ящика и 75 кг из второго, что тебе в ответе надо я не знаю.

Answer 2

Problem Analysis

We are given two boxes of apples. The first box contains 60 kg of apples, and the second box contains 90 kg of apples. When five times more apples are sold from the second box than from the first box, the first box ends up with three times more apples than the second box.

Solution

Let's assume that x represents the number of apples sold from the first box. Since the weight of each apple is not given, we can assume that the weight of each apple is the same.

From the given information, we can derive the following equations:

Equation 1: The weight of apples sold from the second box is 5 times the weight of apples sold from the first box. Equation 2: The weight of apples remaining in the first box is 3 times the weight of apples remaining in the second box.

Let's solve these equations to find the weight of apples sold from each box and the weight of apples remaining in each box.

Solution Steps

Step 1: Let's assume the weight of apples sold from the first box is x kg. Step 2: According to Equation 1, the weight of apples sold from the second box is 5x kg. Step 3: The weight of apples remaining in the first box is 60 - x kg (since the first box initially contained 60 kg of apples). Step 4: The weight of apples remaining in the second box is 90 - 5x kg (since the second box initially contained 90 kg of apples). Step 5: According to Equation 2, the weight of apples remaining in the first box is 3 times the weight of apples remaining in the second box. So, we can write the equation as (60 - x) = 3(90 - 5x). Step 6: Simplifying Equation 5, we get 60 - x = 270 - 15x. Step 7: Solving Equation 6 for x, we get 14x = 210, which gives x = 15.

Solution Verification

Let's verify our solution by substituting the value of x back into the equations.

From Equation 1, the weight of apples sold from the second box is 5 times the weight of apples sold from the first box. Substituting x = 15, we get 5 * 15 = 75 kg.

From Equation 2, the weight of apples remaining in the first box is 3 times the weight of apples remaining in the second box. Substituting x = 15, we get 60 - 15 = 3 * (90 - 5 * 15), which simplifies to 45 = 45.

Since both equations hold true, our solution is verified.

Answer

Therefore, 15 kg of apples were sold from the first box, and 75 kg of apples were sold from the second box.

Please let me know if you need any further assistance.