Question

На складі стоять контейнери масою 1,3 т, 85 ц і 940 кг. Знайдіть середню масу контейнера. Вiдповiдь запишіть у тонах та кілограмах?​

Answer 1

Ответ:

3580 кг средний вес одного контейнера или 3,58 тонны

Пошаговое объяснение:

приведем вес к одной ед измерения: 1,3 т=1300 кг, 85 ц=8500 кг, тогда

(1300+8500+940):3=10740:3=3580 кг средний вес одного контейнера или 3,58 тонны

Answer 2

To find the average mass of the containers, we need to add up the masses of all the containers and then divide by the total number of containers.

Given: - Mass of the first container: 1.3 tons - Mass of the second container: 85 centners - Mass of the third container: 940 kilograms

To convert the masses to the same unit, we need to convert tons and centners to kilograms.

1 ton = 1000 kilograms 1 centner = 100 kilograms

Converting the masses: - Mass of the first container: 1.3 tons = 1.3 * 1000 kilograms = 1300 kilograms - Mass of the second container: 85 centners = 85 * 100 kilograms = 8500 kilograms - Mass of the third container: 940 kilograms (already in kilograms)

Now, we can find the total mass of the containers by adding up the masses:

Total mass = 1300 kilograms + 8500 kilograms + 940 kilograms = 10740 kilograms

To find the average mass, we divide the total mass by the number of containers, which is 3 in this case:

Average mass = Total mass / Number of containers = 10740 kilograms / 3 = 3580 kilograms

Therefore, the average mass of the containers is 3580 kilograms.

To convert the average mass to tons, we divide by 1000:

Average mass in tons = 3580 kilograms / 1000 = 3.58 tons

So, the average mass of the containers is 3.58 tons or 3580 kilograms.