Question

Срочно помогите!!!!!!!!!!!!! В саду растут цветы: розы, гладиолусы и георгины. Розы составляют 60% всех цветов, гладиолусы 40% от роз, а георгинов растёт 32. Сколько всего роз растёт в саду? с РЕШЕНИЕМ И ПОЯСНЕНИЯМИ ПОЖАЛУЙСТА!

Answer 1

Ответ:

Пошаговое объяснение:

a/(a+b+c)=0.6

b=0.4a

c=32

решение

a=0.6*(a+0.4a+32)

a=0.6a+0.24a+19.2

a=0.84a+19.2

a-0.84a=19.2

0.16a=19.2

a=19.2/0.16

a=120

Answer 2

Problem Analysis

We are given that in a garden, there are three types of flowers: roses, gladiolus, and dahlias. It is stated that roses make up 60% of all the flowers, gladiolus make up 40% of the roses, and dahlias make up 32% of the total number of flowers in the garden. We need to determine the total number of roses in the garden.

Solution

Let's assume the total number of flowers in the garden is represented by the variable "x".

According to the given information: - Roses make up 60% of all the flowers, which means there are 0.6x roses. - Gladiolus make up 40% of the roses, which means there are 0.4 * 0.6x = 0.24x gladiolus. - Dahlias make up 32% of the total number of flowers, which means there are 0.32x dahlias.

To find the total number of roses, we need to subtract the number of gladiolus and dahlias from the total number of flowers: Total number of roses = Total number of flowers - Number of gladiolus - Number of dahlias

Substituting the values: Total number of roses = x - 0.24x - 0.32x

Simplifying the equation: Total number of roses = 0.44x

Therefore, the total number of roses in the garden is 44% of the total number of flowers.

Answer

The total number of roses in the garden is 44% of the total number of flowers.