In: Finance
Assume a lender offers you a $45,000, 10%, 6- YEARS loan that is to be fully amortized with 6 annual payments. The first payment will be due one year from the loan date. How much will you have to pay each year?
| Annual Payment= [P x R x (1+R)^N]/[(1+R)^N-1] | 
| Where, | 
| P= Loan Amount | 
| R= Interest rate per period | 
| N= Number of periods | 
| = [ $45000x0.1 x (1+0.1)^6]/[(1+0.1)^6 -1] | 
| = [ $4500( 1.1 )^6] / [(1.1 )^6 -1 | 
| =$10332.33 |