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suatu pinjaman akan dilunasi dengan sistem anuitas bulanan sebesar rp.250.000,00. jika angsuran pertamanya rp.22.500,00 besar bunga pertama adalah 

The problem asks for the first interest payment of a loan being paid off with a monthly annuity. Given the monthly annuity is Rp250,000.00 and the first payment (principal) is Rp22,500.00, we can calculate the interest portion.

### Key information:
- Monthly annuity: Rp250,000.00
- First principal payment: Rp22,500.00

### Formula for the interest portion:
\[
\text{Interest (I)} = \text{Total Payment (A)} - \text{Principal Payment (P)}
\]

Substituting the values:

\[
I = 250,000 - 22,500 = 227,500
\]

Thus, the first interest payment is **Rp227,500.00**.

Would you like more details on annuity calculations or further clarification?

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Here are 5 related questions:
1. What is the formula for calculating the total loan amount in an annuity system?
2. How does the interest change in subsequent payments of an annuity?
3. What is the effect of increasing the interest rate on the annuity payments?
4. Can annuities be used for other financial products besides loans?
5. How do we calculate the present value of an annuity?

**Tip:** In annuity systems, the interest portion decreases over time, while the principal portion increases with each payment.

suatu pinjaman akan dilunasi dengan sistem anuitas bulanan sebesar rp.250.000,00. jika angsuran pertamanya rp.22.500,00 besar bunga pertama adalah

Learn how to calculate the first interest payment for a loan paid off with a monthly annuity. Given a monthly annuity of Rp250,000.00 and a first principal payment of Rp22,500.00, find the interest portion using the formula Interest = Total Payment - Principal Payment. Suitable for students in Grades 10-12.

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