A 7% p.a. 10-year ordinary annuity with monthly compounding and a future value of $346 180 makes annual payments of
The annual payments is:
Pmt=346,180((1+0.07)10−1)/0.07=25,055.64.Pmt = \frac{346,180}{((1+0.07)^{10}-1)/0.07} = 25,055.64.Pmt=((1+0.07)10−1)/0.07346,180=25,055.64.
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