John plans to buy a vacation home in 11 years from now and wants to have saved $49,349 for a down payment. How much money should he place today in a saving account that earns 9.73 percent per year (compounded daily) to accumulate money for his down payment? Round the answer to two decimal places
This is a problem of compound interest and we will employ the compound interest formula for this question i.e.
A = P*(1+r/n)^(nt) where
A = Amount required after the time period = $49,349
P = Principal to be invested today = We have to find this value
r = Rate of interest = 9.73%
n = number of times interest applied per time period = 365 (As the interest is compounded daily)
t = number of time periods = 11 Years
Therefore P = 49349 / (1+9.73/365)^(365*11)
P = $16,924.46
Hence the amount John needs to invest today to get $ 49,349 after 11 years is $ 16,924.46
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