Answer and Explanation:
The computation is shown below:
a. For the maximum amount that spend each month on mortgage payment is
= Gross annual income ÷ total number of months in a year × mortgage payment percentage
= $39,600 ÷ 12 months × 28%
= $924
b. . For the maximum amount that spend each month on total credit obligatons
= Gross annual income ÷ total number of months in a year × mortgage payment percentage
= $39,600 ÷ 12 months × 36%
= $1,188
c. Now the maximum amount spend for all other debt is
For monthly mortgage
= $924 × 70%
= $646.8
And, for mortgage debt
= $1,188 × 70%
= $831.60
Answer:
$2722.82
Explanation:
Present value of loan = $1,000 * [(1+5%)^3 - 1]/ 5%
= $1,000 * (1.157625 - 1) / 0.05
= $1,000 * 0.157625/ 0.05
= $1,000 * 3.1525
= $3152.50
The present value of loan before bank restructuring is $3152.
Future value = Cash flow / (1+r)^n
= $3152 / (1+0.05)^3
= $3152 / (1.05)^3
= $3152 / 1.157625
= $2722.82
Therefore, the final payment required to pay to make indifferent for both payment is $2722.82
In order to buy a car worth $25,000 a monthly payment of $622.12 is required.
Mortgages are one type of loan that frequently has a structure that calls for a stream of identical monthly payments. The lender can assess whether the customer's budget can support equal monthly payments by doing so.
Suppose the monthly payment is M.
With 9 percent APR, the effective monthly rate is 9%/12 = 0.75%.
There will be 12 x 4 years, or 48 monthly payments.
The face value of the loan must be equal to the present value of these monthly payments, or

which yields M = 622.12.
If you only paid interest, the monthly payment would be calculated as follows: principal * monthly interest rate (9% /12) = 25,000*0.75% = 187.5.
The results would be that after five years, you would still owe the whole amount of $25,000 and would have to pay $11,250 in interest.
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