Question

Реши задачу. В стаде было 4 быка, телят в 7 раз больше. А коров на 3 меньше, чем телят. Сколько всего быков, телят и коров в стаде?

Answer 1

Ответ:

4 быка

телят в 7 раз больше

4*7= 28 (количество телят)

28-3=25 (количество коров)

28+25+4=57 (всего быков, телят и коров в стаде)

Answer 2

Ответ:

4 быка

28 телят

25 коров

Пошаговое объяснение:

Answer 3

Problem Analysis

To solve this problem, we need to determine the total number of bulls, calves, and cows in the herd. We are given the following information: - There are 4 bulls. - The number of calves is 7 times greater than the number of bulls. - The number of cows is 3 less than the number of calves.

Let's break down the problem step by step to find the solution.

Solution

1. Let's start by finding the number of calves in the herd. - We know that the number of calves is 7 times greater than the number of bulls. - So, the number of calves = 7 * number of bulls.

2. Next, let's find the number of cows in the herd. - We know that the number of cows is 3 less than the number of calves. - So, the number of cows = number of calves - 3.

3. Finally, let's calculate the total number of bulls, calves, and cows in the herd. - The total number of animals = number of bulls + number of calves + number of cows.

Let's calculate the values step by step.

Calculation

1. Number of calves: - Number of calves = 7 * 4 (number of bulls) = 28.

2. Number of cows: - Number of cows = 28 (number of calves) - 3 = 25.

3. Total number of animals: - Total number of animals = 4 (number of bulls) + 28 (number of calves) + 25 (number of cows) = 57.

Therefore, there are a total of 57 bulls, calves, and cows in the herd.

Please let me know if you need any further assistance.