Answer:
Y= $18,194.05
Explanation:
This is a form of annuity that involves payment of equal amounts monthly for 5 years. These amount are made up of part of the interest and part of the principal.
Using the annuity formula
P= Y{1-(1/[1+r]^n)/r}
Where P = Initial loan amount
Y = yearly payment
r= interest rate
n= number of years
75,000= Y{1-(1/[1+0.068]^5)/0.068}
75,000= Y{1-(0.719689)/0.068}= Y{0.280311/0.068}
Y= 75,000/4.122227
Y= $18,194.05