Question

На одной ветке апельсинового дерева росло 16 апельсинов а на другой-9 апельсинов.когда несколько апельсинов сняли то на ветках осталось 15 плодов.поставь вопрос к задаче и реши её с помощью уравнения

Answer 1

Сколько апельсинов осталось ?
X+15=16+9
X+15=25
X=10
Ответ осталось 10 апельсинов

Answer 2

Problem Statement:

On one branch of an orange tree, there were 16 oranges, and on another branch, there were 9 oranges. When several oranges were removed, there were 15 fruits left on the branches. We need to formulate a question based on this problem and solve it using an equation.

Formulating the Question:

Let's formulate the question based on the given information: How many oranges were removed from the branches?

Solving the Problem:

To solve the problem, we can set up an equation based on the given information. Let's assume that the number of oranges removed is represented by the variable 'x'.

According to the problem, there were initially 16 oranges on one branch and 9 oranges on another branch. When several oranges were removed, there were 15 fruits left on the branches.

So, the equation can be written as: 16 - x + 9 - x = 15

Simplifying the equation: 25 - 2x = 15

Now, let's solve the equation to find the value of 'x':

25 - 2x = 15 -2x = 15 - 25 -2x = -10 x = -10 / -2 x = 5

Therefore, 5 oranges were removed from the branches.

Answer:

Based on the given information, the question formulated was "How many oranges were removed from the branches?" The problem was solved using the equation 16 - x + 9 - x = 15, and it was found that 5 oranges were removed from the branches.