In: Finance
Only Part a and b (Plan 1 & Plan 2) Using Excel only
J&J Cattle has purchased a quarter section of land for $160,000. They make a down payment of $20,000, and the remainder of the purchase price ($140,000) is financed at 11 percent compounded quarterly with quarterly payments over 2 years. Develop an Excel® table to illustrate the payment amounts and schedule for the loan, assuming payback follows
Plan 1: Pay the accumulated interest at the end of each interest period and repay the principal at the end of the loan period.
Plan 2: Make equal principal payments, plus interest on the unpaid balance at the end of the period.
Plan 3: Make equal end-of-period payments.
Plan 4: Make a single payment of principal and interest at the end of the loan period. A different plan: Pay off the principal per the table below. In addition, pay the accumulated interest at the end of each interest period.
| 
 Quarter  | 
 1  | 
 2  | 
 3  | 
 4  | 
 5  | 
 6  | 
 7  | 
 8  | 
| 
 Principal  | 
 $X  | 
 $ 2X  | 
 $ 5X  | 
 $ 4X  | 
 $3X  | 
 $3X  | 
 $2X  | 
 $X  | 
| PLAN1 | |||||||||||
| Quarterly interestRate =(11/4)%=2.75%=0.0275 | |||||||||||
| Quarterly interest Payment | $3,850 | (140000*0.0275) | |||||||||
| Quarter | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | |||
| Interest Payment | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | |||
| Principal Payment | $140,000 | ||||||||||
| Total Quarterly Payment | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | $3,850 | $143,850 | |||
| PLAN 2 | |||||||||||
| Quarter | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | |||
| A | Beginning Principal Balance | $140,000 | $122,500 | $105,000 | $87,500 | $70,000 | $52,500 | $35,000 | $17,500 | ||
| B=A*0.0275 | Interest payment | $3,850 | $3,369 | $2,888 | $2,406 | $1,925 | $1,444 | $963 | $481 | ||
| C=140000/8 | Principal Payment | $17,500 | $17,500 | $17,500 | $17,500 | $17,500 | $17,500 | $17,500 | $17,500 | ||
| D=A-C | Ending Principal Balance | $122,500 | $105,000 | $87,500 | $70,000 | $52,500 | $35,000 | $17,500 | $0 | ||
| E=B+C | Total Quarterly Payment | $21,350 | $20,869 | $20,388 | $19,906 | $19,425 | $18,944 | $18,463 | $17,981 | ||