Question

банк купил несколько акций завода и через год продал их за 412 млн. рублей. Сколько рублей стоили акции, если прибыль банка от этой операции составила 3%

Answer 1

100+3=103процента с прибылью

412-это 103процента

х-это 100процентов

значит 412*100/103=400млн.рублей

Ответ: 400млн рубл

Answer 2

Calculation of the Stock Price

To determine the price of the shares, we need to use the information provided in the question. The bank purchased several shares of a factory and sold them after a year for 412 million rubles, with a profit of 3%.

Let's assume the initial cost of the shares was X rubles. The profit made by the bank from selling the shares would be 3% of X, which is 0.03X.

The selling price of the shares can be calculated by adding the profit to the initial cost: Selling price = Initial cost + Profit = X + 0.03X = 1.03X

According to the question, the selling price of the shares was 412 million rubles. Therefore, we can set up the equation: 1.03X = 412 million rubles

To find the value of X, we need to divide both sides of the equation by 1.03: X = 412 million rubles / 1.03

Now, let's calculate the value of X:

X = 412 million rubles / 1.03 = 400 million rubles

Therefore, the initial cost of the shares was 400 million rubles.

The shares were initially worth 400 million rubles.

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