Question

Максим взял кредит в банке на некоторую сумму сроком на 17 месяцев. Согласно условиям договора Алексей возвращает долг ежемесячными платежами. В конце каждого месяца банк увеличивает долг Максима на 6%, а своим платежом заемщик погашает эти проценты и уменьшает сумму долга. Банк подобрал платежи таким образом, чтобы каждый месяц долг уменьшался на одну и ту же величину. На сколько процентов сумма выплат оказалась больше суммы взятой в кредит?

Answer 1

Ответ:

потому что каждый месяц идут проценты и сумма становится больше

Пошаговое объяснение:

17 • 6 = 102

Answer 2

Calculation of Monthly Payments and Debt Reduction

To determine the percentage by which the total payments exceeded the loan amount, we need to calculate the monthly payments and the total amount repaid.

Let's assume that Maxim took a loan of a certain amount from the bank for a period of 17 months. According to the terms of the contract, Maxim repays the debt through monthly payments. At the end of each month, the bank increases Maxim's debt by 6%, and Maxim's payment covers these interest charges and reduces the loan amount. The bank has set the payments in such a way that the debt decreases by the same amount each month.

To calculate the monthly payments, we need to know the loan amount. Unfortunately, the exact loan amount is not provided in the question. Therefore, we cannot determine the exact percentage by which the total payments exceeded the loan amount.

If you have the loan amount, please provide it so that we can calculate the answer accurately.