Вопрос задан 20.02.2019 в 16:24. Предмет Математика. Спрашивает Сторожева Алина.

Задача:За фарбування віконних рам одим маляр отримав 455 грн,а інший 325 грн.Другий робітник

працював на 2 дні менше,якщо поденна оплата була однакова?
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Отвечает Скороход Валерия.
455+325=780(грвн)
780-2=777(грвн)
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Отвечает нейросеть ChatGpt. Будьте внимательны, ответы нейросети могут содержать ошибочные или выдуманные данные.

Calculating Payment for Window Frame Painting

To calculate the daily rate for each painter, we can use the given information about their total payments and the number of days worked. Let's denote the daily rate for the first painter as x and the number of days worked by the second painter as d.

The given information: - The first painter received 455 UAH for painting window frames. - The second painter received 325 UAH for the same job. - The second painter worked 2 days less than the first painter. - The daily payment rate was the same for both painters.

Calculating the Daily Rate for Each Painter

We can set up the following equations based on the given information:

1. For the first painter: - Total payment = Daily rate * Number of days - 455 = x * (days worked by the first painter)

2. For the second painter: - Total payment = Daily rate * Number of days - 325 = x * (days worked by the second painter)

We also know that the second painter worked 2 days less than the first painter: - (days worked by the second painter) = (days worked by the first painter) - 2

Solving for the Daily Rate and Number of Days Worked

Using the above equations, we can solve for the daily rate and the number of days worked by each painter.

First, we can express the number of days worked by the second painter in terms of the number of days worked by the first painter: - (days worked by the second painter) = (days worked by the first painter) - 2

Then, we can substitute this expression into the equation for the second painter's total payment: - 325 = x * ((days worked by the first painter) - 2)

Next, we can use the equation for the first painter's total payment to solve for the daily rate: - 455 = x * (days worked by the first painter)

Finally, we can solve for the daily rate and the number of days worked by each painter.

Conclusion

By solving the equations, we can determine the daily rate for each painter and the number of days worked by each. This will allow us to find the daily payment rate and the number of days worked by the second painter.

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