Question

Пять коней за 8 дней съели 320 кг буряка.сколько буряков съест 8 коней за 11 дней??

Answer 1

Ответ:

1)(320:8):5=8(кг)съедал один конь 2)8×8=64(кг)съедали 8коней в день 3)64×11=704(кг)съедали 8 коней за 11дней

Answer 2

Пошаговое объяснение:

320÷8=40 за один день

40÷5=8 один конь

8×8=64

64×11=704

Answer 3

Problem Analysis

We are given that five horses ate 320 kg of beets in 8 days. We need to determine how many beets 8 horses will eat in 11 days.

Solution

To solve this problem, we can set up a proportion. Let's assume that the number of beets eaten is directly proportional to the number of horses and the number of days. We can set up the following proportion:

5 horses / 8 days = 8 horses / 11 days

To find the number of beets eaten by 8 horses in 11 days, we can cross-multiply and solve for the unknown:

5 horses * 11 days = 8 horses * x days

Simplifying the equation:

55 = 8x

Dividing both sides by 8:

x = 6.875

Therefore, 8 horses will eat approximately 6.875 times the amount of beets that 5 horses eat in the same number of days. Since 5 horses ate 320 kg of beets in 8 days, we can calculate the amount of beets eaten by 8 horses in 11 days:

320 kg * 6.875 = 2200 kg

So, 8 horses will eat approximately 2200 kg of beets in 11 days.

Answer

Therefore, 8 horses will eat approximately 2200 kg of beets in 11 days.