Question

помогите решить задачу за час озеленители посадили 86 цветов.это составило четверть от количества цветов,которое нужно посадить в день.сколько цветов посадят озеленители за 5 рабочих дней,если будут работать с той же производительностью?

Answer 1

Problem Analysis

To solve this problem, we need to determine the total number of flowers that the gardeners will plant in 5 working days, assuming they maintain the same productivity. We are given that the gardeners planted 86 flowers, which is a quarter of the total number of flowers that need to be planted in a day.

Solution

Let's denote the total number of flowers that need to be planted in a day as x. We are told that 86 flowers is a quarter of x.

To find x, we can set up the following equation:

86 = (1/4)x

To solve for x, we can multiply both sides of the equation by 4:

4 * 86 = x

Simplifying the equation:

344 = x

Therefore, the total number of flowers that need to be planted in a day (x) is 344.

Now, we need to determine the total number of flowers that will be planted in 5 working days. Since the gardeners maintain the same productivity, they will plant the same number of flowers each day. Therefore, the total number of flowers planted in 5 working days will be:

Total flowers planted = Number of flowers planted per day * Number of working days

Substituting the values:

Total flowers planted = 344 * 5

Calculating the result:

Total flowers planted = 1720

Therefore, the gardeners will plant a total of 1720 flowers in 5 working days if they maintain the same productivity.

Answer

The gardeners will plant a total of 1720 flowers in 5 working days if they maintain the same productivity.

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