Rate % 10 15 20 25 30 3.0 $9.65067 $6.90582 $5.54598 $4.74211 $4.21604 3.5 9.88859 7.14883 5.79960 5.00624 4.49045 4.0 10.12451 7.39688 6.05980 5.27837 4.77415 4.5 10.36384 7.64993 6.32649 5.55832 5.06685 5.0 10.60655 7.90794 6.59956 5.84590 5.36822 5.5 10.85263 8.17083 6.87887 6.14087 5.67789 6.0 11.10205 8.43857 7.16431 6.44301 5.99551 6.5 11.35480 8.71107 7.45573 6.75207 6.32068 7.0 11.61085 8.98828 7.75299 7.06779 6.65302 7.5 11.87018 9.27012 8.05593 7.38991 6.99215 8.0 12.13276 9.55652 8.36440 7.71816 7.33765 8.5 12.39857 9.84740 8.67823 8.05227 7.68913 9.0 12.66758 10.14267 8.99726 8.39196 8.04623 9.5 12.93976 10.44225 9.32131 8.73697 8.40854 10.0 13.21507 10.74605 9.65022 9.08701 8.77572 10.5 13.49350 11.05399 9.98380 9.44182 9.14739 11.0 13.77500 11.36597 10.32188 9.80113 9.52323 Felix is purchasing a brownstone townhouse for $2,900,000. To obtain the mortgage, Felix is required to make a 17% down payment. Felix obtains a 30-year mortgage with an interest rate of 7.5%. view the table of monthly payments. a) Determine the amount of the required down payment. b) Determine the amount of the mortgage. c) Determine the monthly payment for principal and interest.
Rate % 10 15 20 25 30
3.0 $9.65067 $6.90582 $5.54598 $4.74211 $4.21604
3.5 9.88859 7.14883 5.79960 5.00624 4.49045
4.0 10.12451 7.39688 6.05980 5.27837 4.77415
4.5 10.36384 7.64993 6.32649 5.55832 5.06685
5.0 10.60655 7.90794 6.59956 5.84590 5.36822
5.5 10.85263 8.17083 6.87887 6.14087 5.67789
6.0 11.10205 8.43857 7.16431 6.44301 5.99551
6.5 11.35480 8.71107 7.45573 6.75207 6.32068
7.0 11.61085 8.98828 7.75299 7.06779 6.65302
7.5 11.87018 9.27012 8.05593 7.38991 6.99215
8.0 12.13276 9.55652 8.36440 7.71816 7.33765
8.5 12.39857 9.84740 8.67823 8.05227 7.68913
9.0 12.66758 10.14267 8.99726 8.39196 8.04623
9.5 12.93976 10.44225 9.32131 8.73697 8.40854
10.0 13.21507 10.74605 9.65022 9.08701 8.77572
10.5 13.49350 11.05399 9.98380 9.44182 9.14739
11.0 13.77500 11.36597 10.32188 9.80113 9.52323
Cash price of the townhouse=$2,900,000
Down-payment=17%
Duration(n)=30 years
Rate of interest(i)=7.5%
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