https://file.aiquickdraw.com/mathbot/file/1726531326016fshy8w3i.jpg

From the image provided, it seems to display a loan repayment schedule with annuities, an initial loan amount, interest, and some monthly repayments. The problem requires finding the correct annuity (fixed periodic payment) from a list of possible values.

To interpret this correctly:

- The table shows that for the first month, a payment of **Rp 600,000** is listed as interest (with a rate of **6%**).
- The initial loan amount for the second month is **Rp 22,721,300**, and after the payment, the remaining loan balance is **Rp 15,297,000**.
- The question asks for the annuity amount (fixed monthly repayment), offering five choices.

### Steps to solve:

1. **Interest for the first month**:  
   The interest paid is **6%** of the loan balance at the beginning of the first month. We can calculate the original loan balance:
   \[
   \text{Interest} = 6\% \times \text{Loan Balance}
   \]
   \[
   600,000 = 0.06 \times \text{Loan Balance}
   \]
  

Calculate the annuity (fixed monthly repayment) based on the given loan repayment schedule. The table shows an interest payment of Rp 600,000 at 6%, with an initial loan amount of Rp 22,721,300 and a remaining loan balance of Rp 15,297,000 after the second month.

Learn how to calculate the annuity for a loan repayment schedule with a 6% interest rate. The problem shows an initial loan of Rp 22,721,300 with an interest payment of Rp 600,000 and a remaining loan balance of Rp 15,297,000 after two months.

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