3) 500∗1.054+500∗1.053+300∗1.05=1,501.57500*1.05^4+500*1.05^3+300*1.05=1,501.57500∗1.054+500∗1.053+300∗1.05=1,501.57
4) P=150,000∗0.12/12∗(1+0.12/12)60(1+0.12/12)60−1=3,336.67P=150,000*\frac{0.12/12*(1+0.12/12)^{60}}{(1+0.12/12)^{60}-1}=3,336.67P=150,000∗(1+0.12/12)60−10.12/12∗(1+0.12/12)60=3,336.67
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