Question

Магазин приобрел товар за некую цену и выставил его на продажу за цену на 20% больше. После того как продали четверти товара, цену на остаток уменьшали на 25%( от предыдущего значения цены). Какую прибыль ( В процентах ) Получит магазин после продажи всего товара (прибыль - это разность между доходами и расходами, отнесенная к величине расходов)?

Answer 1

Получится так смотри 100+20=120
120-25=95%

Answer 2

Calculation of the Store's Profit

To calculate the profit that the store will make after selling the entire stock, we need to follow the given conditions step by step.

1. The store purchased the product at a certain price. 2. The store then set the selling price for the product at 20% higher than the purchase price. 3. After selling a quarter of the product, the store reduced the price for the remaining stock by 25% of the previous price.

Let's break down the calculation:

1. Initial purchase price: Let's assume the initial purchase price is P.

2. Selling price: The store set the selling price at 20% higher than the purchase price. Therefore, the selling price is P + 0.2P = 1.2P.

3. After selling a quarter of the product, the price for the remaining stock is reduced by 25% of the previous price. So, the new price is 0.75 * (1.2P) = 0.9P.

4. The store sells the remaining three-quarters of the product at the price of 0.9P.

To calculate the profit in percentage, we need to find the difference between the total income and the total expenses, and then divide it by the total expenses. In this case, the total expenses are the purchase price of the entire stock.

Let's calculate the profit:

- Total income: The store sells the entire stock at the price of 0.9P. - Total expenses: The purchase price of the entire stock is P.

Profit = (Total income - Total expenses) / Total expenses

Substituting the values:

Profit = (0.9P - P) / P

Simplifying:

Profit = 0.9P / P - P / P

Profit = 0.9 - 1

Profit = -0.1

The negative profit indicates a loss rather than a profit. Therefore, the store will experience a loss of 10% after selling the entire stock.

Please note that the given question does not provide specific values for the purchase price or the quantity of the product. Therefore, the calculation is based on the given conditions and can be applied to any specific case.