Question

Решить данную задачу двумя способами.Каждый вариант решения записать в виде одного выражения. В каждом случае вычислить и записать ответ. Из 42 гвоздик, 24 из которых были красные , остальные белые, составили 6 одинаковых букетов. Сколько белых гвоздик было в одном букете?

Answer 1

(42-24)=18(гвоздиков)-белых.
18:6=3(гвоздика)в одном букете.
Одним действием ; (42-24)/6=3
Вторым действием ;(42:6)-(24:6)=3

Answer 2

Problem Analysis

We are given that there are 42 total carnations, with 24 of them being red. The remaining carnations are white and are used to create 6 identical bouquets. We need to determine how many white carnations are in each bouquet.

Solution 1: Algebraic Approach

Let's assume that there are x white carnations in each bouquet. Since there are 6 identical bouquets, the total number of white carnations can be calculated by multiplying the number of white carnations in one bouquet (x) by the number of bouquets (6). This should be equal to the total number of white carnations, which is the difference between the total number of carnations (42) and the number of red carnations (24).

Therefore, we can set up the following equation to solve for x:

x * 6 = 42 - 24

Simplifying the equation:

6x = 18

Dividing both sides of the equation by 6:

x = 3

Therefore, there are 3 white carnations in each bouquet.

Solution 2: Subtraction Approach

Another way to solve this problem is by using subtraction. We know that there are 42 total carnations and 24 of them are red. To find the number of white carnations in each bouquet, we can subtract the number of red carnations from the total number of carnations and then divide the result by the number of bouquets.

The calculation can be expressed as:

(42 - 24) / 6

Simplifying the expression:

18 / 6

Dividing 18 by 6:

3

Therefore, there are 3 white carnations in each bouquet.

Answer

Using both methods, we have determined that there are 3 white carnations in each bouquet.