Question

Как решить задачу с трех серых овец настригли в год 18 килограмм шерсти со всех поровну Сколько частей Можно ли стричь и 5 черных овец если с каждой овцы получится на один килограмм меньше

Answer 1

1)18÷3=6 с одной 2)6-1=5 3)5×5=25

Answer 2

Task Solution for Shearing Sheep

To solve the problem of shearing three gray sheep that produce a total of 18 kilograms of wool evenly, and determining the number of parts that can be sheared from five black sheep, where each sheep produces one kilogram less wool than the gray sheep, we can follow these steps:

1. Calculate the Wool Produced by Each Gray Sheep: - To find out how much wool each gray sheep produces, we divide the total wool produced by the number of gray sheep. - The total wool produced by the gray sheep is 18 kilograms, and there are three gray sheep. - Therefore, each gray sheep produces 18 / 3 = 6 kilograms of wool.

2. Determine the Wool Produced by Each Black Sheep: - Since each black sheep produces one kilogram less wool than the gray sheep, we subtract 1 from the wool produced by each gray sheep. - Therefore, each black sheep produces 6 - 1 = 5 kilograms of wool.

3. Calculate the Number of Parts that Can be Sheared from the Black Sheep: - To find out how many parts can be sheared from the black sheep, we divide the total wool produced by the black sheep by the wool produced by each black sheep. - The total wool produced by the black sheep is 5 kilograms, and each black sheep produces 5 kilograms of wool. - Therefore, the number of parts that can be sheared from the black sheep is 5 / 5 = 1 part.

Therefore, the number of parts that can be sheared from the five black sheep is 1.