Question

задачка ДЛЯ УМНЫХ цветочный магазин приготовил для дня рождения Мери Поппинс красные и белые гвоздики все гвоздики разложили в коробочки поровну в каждую получилось 6 коробок с белыми гвоздиками и 4 с красными белых гвоздик разложили на 18 больше чем красных . Сколько белых гвоздик было приготовлено для Мери Поппинс ??? Сколько красных

Answer 1

18:(6-4)=9(гв.)-в одной коробке
9*6=54(гв.)-белых
9*4=36(гв.)

Answer 2

Problem Analysis

We are given that a flower shop prepared an equal number of red and white carnations for Mary Poppins' birthday. The carnations were divided into boxes, with 6 boxes containing white carnations and 4 boxes containing red carnations. Additionally, the number of white carnations is 18 more than the number of red carnations. We need to determine the number of white and red carnations that were prepared for Mary Poppins.

Solution

Let's assume the number of red carnations is x. According to the problem, the number of white carnations is 18 more than the number of red carnations, so the number of white carnations is x + 18.

We are also given that the carnations were divided into 6 boxes of white carnations and 4 boxes of red carnations. Since the number of boxes is equal to the number of carnations, we can set up the following equation:

6(x + 18) + 4x = Total number of carnations

Simplifying the equation, we get:

6x + 108 + 4x = Total number of carnations

Combining like terms, we have:

10x + 108 = Total number of carnations

Since we don't know the total number of carnations, we cannot solve for the exact values of x and x + 18. However, we can express the number of white and red carnations in terms of x.

The number of white carnations is x + 18, and the number of red carnations is x.

Therefore, the number of white carnations prepared for Mary Poppins is x + 18, and the number of red carnations is x.

Please note that without the total number of carnations, we cannot determine the exact values of x and x + 18.

Let me know if you need any further assistance!