Question

Максим задумал число, увеличел его в 8 раз, к произведению прибавил 308, а затем сумму уменьшил в 10 раз. Заполни схему.

Answer 1

1) задуманное число ▪ ( х )
2) увеличил его в 8 раз ▪ ( 8х )
3) к произведению прибавил 308 ▪ (8х + 308)
4) затем сумму уменьшил в 10 раз ▪ (8х + 308)÷10
_______
(8х + 308) ÷ 10 = 8х/10 + 308/10 = 0,8х + 30,8 = 0,8(х + 38,5);

Answer 2

Problem Analysis

To solve this problem, we need to follow a series of steps based on the given operations. Let's break down the steps and solve the problem step by step.

1. Maxim's original number: Let's denote this as x.

2. Maxim increased the number by 8 times: This can be represented as 8x.

3. To the product, Maxim added 308: The new number is 8x + 308.

4. The sum was then reduced by 10 times: This can be represented as (8x + 308) / 10.

Solution

Now, let's solve the problem step by step:

1. Maxim's original number: Denote this as x.

2. Maxim increased the number by 8 times: This is represented as 8x.

3. To the product, Maxim added 308: The new number is 8x + 308.

4. The sum was then reduced by 10 times: This can be represented as (8x + 308) / 10.

So, the final expression for the problem is: (8x + 308) / 10.

This is the detailed solution to the problem. If you have any further questions or need additional assistance, feel free to ask!