Question

4. Реши задачу Из 2ц сахарной свеклы получают 40 кг сахара. Сколько килограммов сахарной свеклы получить 120 кг сахара? і потребуется, чтобы Реши задачу двумя способами! Запиши пояснения! ​

Answer 1

Ответ:

360 ц

Пошаговое объяснение:

1) 40÷2=20кг - центер

2) 120 ÷ 20= 6 центеров

Answer 2

Task: Calculating Sugar Beet Quantity

To solve the problem of determining the amount of sugar beet required to obtain 120 kg of sugar, we can use two different approaches. Let's explore both methods:

Method 1: Using the Given Information According to the problem statement, 40 kg of sugar is obtained from 2 kg of sugar beet. To find out how much sugar beet is needed to obtain 120 kg of sugar, we can set up a proportion:

2 kg of sugar beet is to 40 kg of sugar as X kg of sugar beet is to 120 kg of sugar.

Using the proportion, we can solve for X:

(2 kg / 40 kg) = (X kg / 120 kg)

Cross-multiplying, we get:

2 kg * 120 kg = 40 kg * X kg

240 kg = 40 kg * X kg

Dividing both sides by 40 kg, we find:

X kg = 240 kg / 40 kg

Simplifying, we get:

X kg = 6 kg

Therefore, to obtain 120 kg of sugar, we would need 6 kg of sugar beet.

Method 2: Using Ratios Another way to solve the problem is by using ratios. We know that 40 kg of sugar is obtained from 2 kg of sugar beet. We can express this as a ratio:

40 kg of sugar / 2 kg of sugar beet = 20 kg of sugar per 1 kg of sugar beet

To find out how much sugar beet is needed to obtain 120 kg of sugar, we can set up another ratio:

20 kg of sugar per 1 kg of sugar beet = 120 kg of sugar per X kg of sugar beet

Cross-multiplying, we get:

20 kg * X kg = 120 kg * 1 kg

20X kg = 120 kg

Dividing both sides by 20 kg, we find:

X kg = 120 kg / 20 kg

Simplifying, we get:

X kg = 6 kg

Therefore, using this method as well, we find that 6 kg of sugar beet is needed to obtain 120 kg of sugar.

In conclusion, both methods yield the same result: to obtain 120 kg of sugar, you would need 6 kg of sugar beet.

Please let me know if there is anything else I can help you with!