P=1000∗0.0625∗(1/1.047510−1)1/1.0475−1+10001.047510=1140.45P=\frac{1000*0.0625*(1/1.0475^{10}-1)}{1/1.0475-1}+\frac{1000}{1.0475^{10}}=1140.45P=1/1.0475−11000∗0.0625∗(1/1.047510−1)+1.0475101000=1140.45
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