Question

В парке посадили 6 кустов белая акация что составляло одна седьмая часть от количества кустов шиповника жасмина на 9 кустов больше чем акаций и шиповника вместе взятых сколько укусов жасмина посадили

Answer 1

6*7=42 шиповник
42+6=48 шиповник и акация
48+9=57 жасмин

Answer 2

Calculation of the Number of Jasmine Bushes Planted

To calculate the number of jasmine bushes planted, we need to analyze the information given in the question.

According to the question, there are 6 white acacia bushes planted, which is one-seventh of the total number of bushes. Additionally, the number of jasmine and hawthorn bushes combined is 9 more than the number of acacia bushes.

Let's denote the number of acacia bushes as A, the number of jasmine bushes as J, and the number of hawthorn bushes as H.

From the given information, we can form the following equations:

1. A = 6 (6 white acacia bushes are planted). 2. A = (1/7)(A + J + H) (the acacia bushes constitute one-seventh of the total number of bushes). 3. J + H = A + 9 (the number of jasmine and hawthorn bushes combined is 9 more than the number of acacia bushes).

To solve these equations, we can substitute equation 1 into equations 2 and 3:

1. 6 = (1/7)(6 + J + H) 2. J + H = 6 + 9

Simplifying equation 1:

1. 6 = (1/7)(6 + J + H) - Multiply both sides by 7: 42 = 6 + J + H - Subtract 6 from both sides: 36 = J + H

Now we have a system of equations:

1. J + H = 15 2. J + H = 36

Since the equations are contradictory, there seems to be an error in the given information. The number of jasmine and hawthorn bushes cannot be both 15 and 36 at the same time.

Unfortunately, based on the available information, we cannot determine the exact number of jasmine bushes planted.