Question

Вова есть конфеты в 3 раза быстрее Кати. Мама положила в вазу 60 конфет, которые сразу сдали есть дети. Сколько конфет успеет съесть каждый ребенок, прежде чем они закончатся? срочно пж,с решением)

Answer 1

Конфеты которые ест Костя-х

Х + х3 = 60

4х=60

Х=60 ÷ 4

Х=15

Ответ: 15

Answer 2

Problem Analysis

In this problem, we are given that Vova eats candies three times faster than Katya. There are 60 candies in a vase, and the children start eating them immediately. We need to determine how many candies each child will eat before they are all gone.

Solution

Let's assume that Katya eats x candies per minute. Since Vova eats candies three times faster than Katya, Vova will eat 3x candies per minute.

We know that the total number of candies in the vase is 60. To find out how long it will take for all the candies to be eaten, we can divide the total number of candies by the combined rate at which Katya and Vova eat candies.

The combined rate at which Katya and Vova eat candies is x + 3x = 4x candies per minute.

To find out how long it will take for all the candies to be eaten, we can divide the total number of candies by the combined rate:

Time to eat all the candies = Total number of candies / Combined rate

Let's calculate the number of candies each child will eat before they are all gone:

Katya's candies = Katya's rate * Time to eat all the candies

Vova's candies = Vova's rate * Time to eat all the candies

Calculation

Let's calculate the values using the given information:

Katya's rate = x candies per minute

Vova's rate = 3x candies per minute

Total number of candies = 60

Combined rate = 4x candies per minute

Time to eat all the candies = Total number of candies / Combined rate

Katya's candies = Katya's rate * Time to eat all the candies

Vova's candies = Vova's rate * Time to eat all the candies

Solution

Let's calculate the values step by step:

1. Total number of candies = 60 2. Combined rate = 4x candies per minute 3. Time to eat all the candies = Total number of candies / Combined rate 4. Katya's candies = x candies per minute * Time to eat all the candies 5. Vova's candies = 3x candies per minute * Time to eat all the candies

Let's calculate the values:

1. Total number of candies = 60 2. Combined rate = 4x candies per minute 3. Time to eat all the candies = 60 / (4x) minutes 4. Katya's candies = x * (60 / (4x)) = 15 candies 5. Vova's candies = 3x * (60 / (4x)) = 45 candies

Answer

Therefore, Katya will eat 15 candies before they are all gone, and Vova will eat 45 candies before they are all gone.

Please note that the values of x, Katya's rate, and Vova's rate were not provided in the question. Without these values, we cannot determine the exact number of candies each child will eat.