Question

ПОЖАЛУЙСТА СРОЧНО Задание 4. Банк начисляет 11 % годовых, причём каждый раз, начиная со второго года, проценты начисляются на сумму, полученную после предыдущего начисления процентов. Виктор положил в банк 130 000 рублей. Сколько денег у него будет на счету через 2 года?

Answer 1

Ответ:

здравствуйте

F = 130000(1+11/100)^2=130000(1+0.11)^2=130000×1.2321=

=160173

Ответ: 160173 рублей

Answer 2

Calculation of Interest on Bank Deposit

To calculate the amount of money Victor will have in his bank account after 2 years, we need to consider the interest rate and the compounding of interest.

Given: - Initial deposit: 130,000 rubles - Annual interest rate: 11%

Calculation Steps:

1. Calculate the interest earned in the first year: - The interest earned in the first year is calculated by multiplying the initial deposit by the interest rate: 130,000 * 11% = 14,300 rubles.

2. Calculate the interest earned in the second year: - In the second year, the interest is calculated on the sum of the initial deposit and the interest earned in the first year. - The total amount after the first year is: 130,000 + 14,300 = 144,300 rubles. - The interest earned in the second year is: 144,300 * 11% = 15,873 rubles.

3. Calculate the total amount after 2 years: - The total amount after 2 years is the sum of the initial deposit and the interest earned in the first and second years. - The total amount after 2 years is: 130,000 + 14,300 + 15,873 = 160,173 rubles.

Therefore, Victor will have 160,173 rubles in his bank account after 2 years.

Please note that the above calculation assumes that the interest is compounded annually. If the interest is compounded more frequently (e.g., quarterly or monthly), the final amount may be slightly different.