Вопрос задан 30.04.2019 в 02:35. Предмет Математика. Спрашивает Усманова Лиля.

Два трактора различной мощности вспахали вместе 246 га.Первый трактор работал 15 дней,а другой 12

дней.При чем первый вспахивал в день в 1 1/4 раза больше,чем второй.Сколько гектар земли вспахивал каждый трактор за один день?Помогите!
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Отвечает Гахаев Артём.
X + Y = 246 
15X = (1 1/4) * 12Y 
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15X = 5/4 * 12Y 
15X = 15Y 
X = Y 
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X + X = 246 
2X = 246 
X = 123 ( га ) за 15 дней - 1-ый трактор
Y = 123 ( га ) за 12 дней - 2-ой трактор
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123 : 15 = 8,2 ( га ) в день 1-ый трактор
123 : 12 = 10,25 ( га ) в день 2-ой трактор
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Отвечает нейросеть ChatGpt. Будьте внимательны, ответы нейросети могут содержать ошибочные или выдуманные данные.

Calculation of Land Plowed by Each Tractor

To calculate the amount of land plowed by each tractor per day, we need to consider the following information:

- Two tractors of different power plowed a total of 246 hectares together. - The first tractor worked for 15 days, while the second tractor worked for 12 days. - The first tractor plowed 1 1/4 times more per day than the second tractor.

Let's break down the problem step by step:

1. Calculate the total land plowed by the first tractor: - Let's assume the land plowed by the second tractor per day is x hectares. - The first tractor plowed 1 1/4 times more per day than the second tractor, which means it plowed 1.25x hectares per day. - The first tractor worked for 15 days, so the total land plowed by the first tractor is 15 * 1.25x hectares.

2. Calculate the total land plowed by the second tractor: - The second tractor worked for 12 days, so the total land plowed by the second tractor is 12 * x hectares.

3. Set up an equation to represent the total land plowed by both tractors: - The sum of the land plowed by both tractors is equal to 246 hectares: 15 * 1.25x + 12 * x = 246.

Now, let's solve the equation to find the value of x and calculate the land plowed by each tractor per day.

Solution:

15 * 1.25x + 12 * x = 246

Simplifying the equation:

18.75x + 12x = 246

30.75x = 246

Dividing both sides by 30.75:

x = 246 / 30.75

x ≈ 8

The second tractor plowed approximately 8 hectares per day.

Now, let's calculate the land plowed by each tractor per day:

- The first tractor plowed 1.25 times more than the second tractor, which means it plowed 1.25 * 8 = 10 hectares per day. - The second tractor plowed 8 hectares per day.

Therefore, the first tractor plowed 10 hectares per day, and the second tractor plowed 8 hectares per day.

In summary: - The first tractor plowed 10 hectares per day. - The second tractor plowed 8 hectares per day.

Please note that the calculations provided are based on the information given in the question.

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