The local botanical society wants to ensure that the gardens in the town park are properly cared for. The group recently spent $100,000 to plant the gardens. The members want to set up a perpetual fund to provide $100,000 for future replantings of the gardens every year. If interest is 5%, how much money would be needed now to forever pay the cost of planting?
A. $162,293
B. $2,100,000
C. $159,000
D. $259,009
Please explain how you got to the solution. Thank you
Cost per year = $ 100000
r = 5%
Present value of money required = 100000 + 100000/(1 + 5%) + 100000/(1 + 5%)2 + ......
This is an infinite geometric progression (GP) with first term = 100000 and common ratio = 1/1.05
Present value of money required = sum of infinite G.P. = 100000/(1 - 1/1.05) = $ 2100000
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