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2. A person obtains a loan for $85,000 to be paid in 3 years, with an annual interest rate of 24% capitalized every two months. Prepare the amortization table.

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Answer to a math question 2. A person obtains a loan for $85,000 to be paid in 3 years, with an annual interest rate of 24% capitalized every two months. Prepare the amortization table.

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Neal

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i = \frac{0.24}{6} = 0.04

n = 3 \times 6 = 18

PMT = \frac{85000 \cdot 0.04}{1 - (1 + 0.04)^{-18}}

PMT = \frac{3400}{1 - (1.04)^{-18}}

PMT = \frac{3400}{1 - 0.512562}

PMT = \frac{3400}{0.487438}

PMT \approx 6974.91

\text{Answer: } 6974.91

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2. A person obtains a loan for $85,000 to be paid in 3 years, with an annual interest rate of 24% capitalized every two months. Prepare the amortization table.

Answer to a math question 2. A person obtains a loan for $85,000 to be paid in 3 years, with an annual interest rate of 24% capitalized every two months. Prepare the amortization table.

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