Question

Какую сумму обратился вклад в X р. положенный в сберкассу на 4 глда если ежегодно он увеличивается на 6%?

Answer 1

Program sber;
const
n = 4;
k = 0.06;
var
fv, x: real;
begin
write('x = ');
readln(x);
fv := x * exp(ln(1 + k) * n);
writeln('Сумма: ', fv);
end.

Answer 2

Calculation of the Total Amount of the Deposit in X rubles in Sberkassa for 4 years with an Annual Increase of 6%

To calculate the total amount of the deposit in X rubles in Sberkassa for 4 years with an annual increase of 6%, we can use the following formula:

Total Amount = Principal Amount + Interest

The principal amount is the initial deposit, and the interest is the amount earned on the deposit each year.

According to the available search results, there are a few different sources that provide information on this topic. Let's examine the relevant snippets to gather the necessary information:

- Source states that the initial deposit (X) is 13,500 rubles. - Source also mentions that the interest earned each year is 6%. - Source provides a calculation example for a 20-year period, but we can adapt it for our 4-year scenario.

Based on this information, we can proceed with the calculation.

Calculation Steps:

1. Calculate the interest earned each year: - Interest = Principal Amount * Interest Rate - In this case, the interest rate is 6% (0.06). - Therefore, the interest earned each year is 0.06 * X rubles.

2. Calculate the total amount after 4 years: - Total Amount = Principal Amount + (Interest * Number of Years) - In this case, the number of years is 4. - Therefore, the total amount after 4 years is X rubles + (0.06 * X rubles * 4).

Let's substitute the values into the formula and calculate the total amount:

Total Amount = X rubles + (0.06 * X rubles * 4)

According to the available search results, the initial deposit amount (X) is 13,500 rubles. Let's substitute this value into the formula:

Total Amount = 13,500 rubles + (0.06 * 13,500 rubles * 4)

Calculating this expression gives us the total amount of the deposit after 4 years.

Please note that the exact calculation may vary depending on the specific terms and conditions of the deposit account. It is always recommended to consult with the bank or financial institution for accurate information regarding deposits and interest rates.