a. cash flows and their timing:
| year | cash flow |
| 1 | 1200 |
| 2 | 1200 |
| 3 | 1200 |
| 4 | 1200 |
| 5 | (1200+5000)=>6200 |
The appropriate discount rate will be 6%
b.maximum price to be paid for the car = present value of cash flows:
since 1200 is received for 5 years as annuity , its present value can be known using present value of annuity factor
=>A*[1-(1+r)^(-n)]/r
=>1200*[1-(1.06)^(-5)]/0.06
=>1200*4.21236333
=>$5,054.84.
present value of terminal cash flow of $5000
=>5000*1/(1+r)^n.
=>5000* 1 /(1.06)^5.
=>$3,736.29.
maximum price to be paid for the car = 5054.84+3736.29
=>$8,791.13.
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