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Sagot :
Our plan is to buy a house of $350,000 and we will make a 20% down payment.
So the mortgage of the house will be of:
[tex]350000-0.2\cdot350000=280000[/tex]A)
1) The cost of the first mortgage at a 30-year fixed mortgage at 3.16% is:
[tex]280000\cdot(1+0.0316)^{30}\cong712029.58[/tex]And the total of monthly payments is: 12*30 = 360
If we divide the total mortgage by the total number of payments we obtain that each payment is of:
[tex]\frac{712029.58}{360}\cong1977.86[/tex]2) The cost of the second mortgage at a 15-year fixed mortgage at 2.75% is:
[tex]280000\cdot(1+0.0275)^{15}=420615.71[/tex]And the total of monthly payments is: 12*15 = 180
If we divide the total mortgage by the total number of payments we obtain that each payment is of:
[tex]\frac{420615.71}{180}\cong2336.75[/tex]A1) The first mortgage will give us the lowest monthly payment.
A2) The payment will be of $1977.86 per month.
A3) The paynment is: $2336.75 - $1977.86 = $358.89 less than the second mortgage.
B)
1) The interest of the first mortgage is:
[tex]712029.58-280000=432029.58[/tex]2) The interest of the second mortgage is:
[tex]420615.71-280000=140615.71[/tex]B) The first mortgage will result us in paying the most interest and the interest will be of $432029.58
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