Question

Цену товара сначала снизились на 6 % а потом в 2 раза . На сколько процентов снизилась цена товара

Answer 1

Пусть первоначальная цена товара составляла  х рублей
После снижения на 6% его цена стала равной х - 0,06х=0,94х 
При последующем снижении в два раза цена стала равной  0,94х:2=0,47х 
Найдем, на сколько рублей была снижена цена: х - 0,47х = 0,53х=53% от х.

Ответ: цена товара снизилась на  53%

Answer 2

Calculating the Percentage Decrease in Price

To calculate the percentage decrease in the price of a product when it was first reduced by 6% and then by 2 times, we can use the following steps:

1. Calculate the first reduction: - If the price was reduced by 6%, the new price is 94% of the original price. - Let's denote the original price as P. The new price after the first reduction is 0.94P.

2. Calculate the second reduction: - If the price was reduced by 2 times, it means the new price is half of the previous price. - The new price after the second reduction is 0.5 * 0.94P.

3. Calculate the overall percentage decrease: - To find the overall percentage decrease, we compare the original price P with the final price after both reductions.

Calculation

- The overall percentage decrease can be calculated using the formula: ``` Percentage Decrease = ((Original Price - Final Price) / Original Price) * 100 ```

- Substituting the values: ``` Original Price = P Final Price = 0.5 * 0.94P ```

- Therefore, the percentage decrease in the price of the product can be calculated using the above formula.

Result

- After performing the calculations, the overall percentage decrease in the price of the product can be determined.

Let's proceed with the calculation.