Question

В первой корзине-40 одинаковых яблок,а во второй-55,причем масса яблок во второй корзине-на 1200 граммов больше. чем в первой.Какова масса всех яблок.

Answer 1

На сколько яблок больше во 2 корзине
55-40=15
сколько вес одного яблока
1200:15=80грамм
чему равна масса 40 яблок
40х80=3200грамм
чему равна масса 55 яблок
3200+1200=4400грамм
какова масса всех яблок
3200+4400=7600грамм
ответ:7600 грамм масса всех яблок

Answer 2

Problem Analysis

We are given two baskets of apples. The first basket contains 40 identical apples, and the second basket contains 55 identical apples. The mass of the apples in the second basket is 1200 grams more than the mass of the apples in the first basket. We need to find the total mass of all the apples.

Solution

Let's assume the mass of#### Calculating the Total Mass of Apples in Both Baskets

To find the total mass of all the apples, we can use the information provided about the number of apples and their respective masses in the two baskets.

Let's denote: - the number of apples in the first basket as x, - the number of apples in the second basket as y, - the mass of each apple in the first basket as a grams, and - the mass of each apple in the second basket as b grams.

Given: - In the first basket, there are 40 identical apples. - In the second basket, there are 55 identical apples, and the total mass of the apples in the second basket is 1200 grams more than the total mass of the apples in the first basket.

We can set up the following equations based on the given information: 1. x * a = total mass of apples in the first basket 2. y * b = total mass of apples in the second basket 3. y * b = x * a + 1200

We need to solve for the total mass of all the apples, which is x * a + y * b.

Let's proceed with the calculations.

Solution:

Given: - Number of apples in the first basket, x = 40 - Number of apples in the second basket, y = 55 - Let's assume the mass of each apple in the first basket as a grams and in the second basket as b grams.

From the given information, we have the equation: y * b = x * a + 1200

We can use this equation to solve for the total mass of all the apples.

Calculating the Total Mass:

To solve for the total mass of all the apples, we need to find the values of a and b.

Let's assume the mass of each apple in the first basket as a grams. Then, the total mass of apples in the first basket is 40a grams.

Similarly, assuming the mass of each apple in the second basket as b grams, the total mass of apples in the second basket is 55b grams.

Using the equation y * b = x * a + 1200, we can solve for the values of a and b to find the total mass of all the apples.

Conclusion:

The total mass of all the apples can be calculated using the values of a and b obtained from solving the equation y * b = x * a + 1200.