Question

до млина привезли 58 мішків пшениці й 38 мішків жита . пшениці привезли на 16 ц більше, ніж жита . скільки окремо кілограмів жита і пшениці завезено, якщо всі мішки із зерном мали однакову масу?

Answer 1

16ц=1600кг
58-38=20(м) різниця
1600:20=80(кг) в одному мішку
58х80=4640кг=46ц40кг- пшениці
38х80=3040кг=30ц40кг- жита

Answer 2

Problem Analysis

We are given that 58 bags of wheat and 38 bags of rye were delivered to the mill. The amount of wheat delivered is 16 centners (or hundredweights) more than the amount of rye. We need to find the separate weights of wheat and rye in kilograms, assuming that all bags have the same weight.

Solution

Let's assume that the weight of each bag is x kilograms.

The total weight of wheat delivered is 58x kilograms, and the total weight of rye delivered is 38x kilograms.

According to the given information, the weight of wheat delivered is 16 centners (or hundredweights) more than the weight of rye delivered. Since 1 centner is equal to 100 kilograms, we can write the equation:

58x = 38x + 16 * 100

Simplifying the equation:

20x = 16 * 100

Dividing both sides by 20:

x = 16 * 100 / 20

x = 80 kilograms

Therefore, each bag weighs 80 kilograms.

To find the separate weights of wheat and rye, we can multiply the weight of each bag by the number of bags:

Weight of wheat = 58 bags * 80 kilograms/bag = 4640 kilograms

Weight of rye = 38 bags * 80 kilograms/bag = 3040 kilograms

Answer

If all bags have the same weight, then 4640 kilograms of wheat and 3040 kilograms of rye were delivered to the mill.

Note: The answer provided above is based on the given information and the assumption that all bags have the same weight.