You inherited an oil well that will pay you $30,000 per year for 25 years, with
ID: 2659088 • Letter: Y
Question
You inherited an oil well that will pay you $30,000 per year for 25 years, with the first payment being made today. If you think a fair return on the well is 7.5%, how much should you ask for it if you decide to sell it?a. $399,032.79 b. $359,489.00 c. $294,780.98 d. $269,616.75 e. $348,704.33
You inherited an oil well that will pay you $30,000 per year for 25 years, with the first payment being made today. If you think a fair return on the well is 7.5%, how much should you ask for it if you decide to sell it?
a. $399,032.79 b. $359,489.00 c. $294,780.98 d. $269,616.75 e. $348,704.33
You inherited an oil well that will pay you $30,000 per year for 25 years, with the first payment being made today. If you think a fair return on the well is 7.5%, how much should you ask for it if you decide to sell it?
a. $399,032.79 b. $359,489.00 c. $294,780.98 d. $269,616.75 e. $348,704.33
$399,032.79 $359,489.00 $294,780.98 $269,616.75 $348,704.33 a. $399,032.79 b. $359,489.00 c. $294,780.98 d. $269,616.75 e. $348,704.33
Explanation / Answer
Using 7.5% as the discount rate, the answer is $359,489. You get to this by creating an excel formula:
1) Create 25 columns and number them 1-25
2) In the next column, put 30,000 in all cells
3) You need to discount each year. Since you're getting $30K today, there is no discount in the first year. For year 2 and beyond, you need to use the following formula: =30000/(1+0.075)^n -- where "n" is the number of years from after the first payment.
This is how it will look when you're done:
in year 1 (today): 30000
in year 2: 30000/(1+0.075)^1
in year 3: 30000/(1+0.075)^2
...in year 25: 30000/(1+0.075)^24
Sum up all of these cells and you get $359,489. The big caveat here is that 7.5% is the discount rate. I'm not clear on whether this is the rate of return or discount rate based on your question -- but hopefully this helps.
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