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Note : Please use the Financial Mathematics formulas and don't use excel for this question. I'd be appreciated if it is not calculated by each

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Note: Please use the Financial Mathematics formulas and don't use excel for this question. I'd be appreciated if it is not calculated by each year. This question is in the book "Financial Mathematics for Actuaries" so I need answer according to it. I'm currently studying for e-xam FM so any related formula would be appreciated. Thanks a lot.

Answer: $57.83

2.46 An investment of $1,000 is to be used to make payments of $15 at the end of the first year, $30 at the end of the second year, $45 at the end of the third year, etc., every year for as long as possible. A drop payment is paid 1 year after the last regular payment. Calculate the time and the amount of the drop payment at an annual rate of interest of 4%. [Hint: Use a trial-and-error approach, but start with a reasonable number of payments.] 2.46 An investment of $1,000 is to be used to make payments of $15 at the end of the first year, $30 at the end of the second year, $45 at the end of the third year, etc., every year for as long as possible. A drop payment is paid 1 year after the last regular payment. Calculate the time and the amount of the drop payment at an annual rate of interest of 4%. [Hint: Use a trial-and-error approach, but start with a reasonable number of payments.]

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