Question

Системы линейных неравенств с одной переменной. Решение системы линейных неравенств с одной переменной. Урок 1 Бауыржану 4 года. Так как он маленький, он умеет считать до 10. Он посчитал свои асыки, понял, что у него больше 10. У старшего брата Ермека асыков в 4 раза больше, чем у Бауыржана. В один день Бауыржан незаметно забрал 8 асыков у своего брата. Ермек заметил, что его асыки стало меньше чем 40. Оценка: ... < x < .... (где x – количество асыков Бауыржана). Количество асыков: .

Answer 1

Ответ:

Лчьвлвьалвтвлащ

Пошаговое объяснение:

Answer 2

Solving Systems of Linear Inequalities with One Variable

When solving a system of linear inequalities with one variable, we are looking for the values of the variable that satisfy all the given inequalities. In this case, we have a story problem involving a young boy named Bauyrzhan and his brother Ermek. Let's break down the problem and solve the system of linear inequalities step by step.

Bauyrzhan is 4 years old and can count up to 10. He counted his marbles and realized he had more than 10. His older brother Ermek has 4 times as many marbles as Bauyrzhan. One day, Bauyrzhan quietly took 8 marbles from his brother. Ermek noticed that he had fewer than 40 marbles left.

Given Information:

- Bauyrzhan's age: 4 years - Bauyrzhan's maximum count: 10 marbles - Ermek's marbles: 4 times Bauyrzhan's marbles - Marbles taken by Bauyrzhan: 8 marbles - Ermek's remaining marbles: Less than 40

Now, let's express this information as a system of linear inequalities and solve for the possible range of marbles Bauyrzhan could have.

System of Linear Inequalities:

Let's denote the number of marbles Bauyrzhan has as x.

1. Bauyrzhan's marbles are more than 10: - x > 10 2. Ermek's marbles are 4 times Bauyrzhan's marbles: - Ermek's marbles = 4x

3. After taking 8 marbles, Ermek has fewer than 40 marbles: - Ermek's marbles - 8 < 40

Solving the System:

We can now solve the system of inequalities to find the possible range of marbles Bauyrzhan could have.

1. x > 10 (Bauyrzhan's marbles are more than 10) 2. 4x - 8 < 40 (Ermek's marbles after Bauyrzhan takes 8 are less than 40)

By solving these inequalities, we can find the range of possible values for x, which represents the number of marbles Bauyrzhan has.

I hope this helps! Let's continue solving the system to find the range of marbles Bauyrzhan could have.