Solution :-
Option A :- Present Value of Price = $47.6 million =
$47,600,000
Option B :- Present Value of Price = $49.85 million =
$49,847,718
Year |
Cashflow |
PVF@6% |
PV of Cashflow |
0 |
$1,900,000 |
          Â
1.000 |
$1,900,000 |
1 |
$1,995,000 |
          Â
0.943 |
$1,882,075 |
2 |
$2,094,750 |
          Â
0.890 |
$1,864,320 |
3 |
$2,199,488 |
          Â
0.840 |
$1,846,732 |
4 |
$2,309,462 |
          Â
0.792 |
$1,829,310 |
5 |
$2,424,935 |
          Â
0.747 |
$1,812,052 |
6 |
$2,546,182 |
          Â
0.705 |
$1,794,958 |
7 |
$2,673,491 |
          Â
0.665 |
$1,778,024 |
8 |
$2,807,165 |
          Â
0.627 |
$1,761,250 |
9 |
$2,947,524 |
          Â
0.592 |
$1,744,635 |
10 |
$3,094,900 |
          Â
0.558 |
$1,728,176 |
11 |
$3,249,645 |
          Â
0.527 |
$1,711,872 |
12 |
$3,412,127 |
          Â
0.497 |
$1,695,723 |
13 |
$3,582,733 |
          Â
0.469 |
$1,679,725 |
14 |
$3,761,870 |
          Â
0.442 |
$1,663,879 |
15 |
$3,949,964 |
          Â
0.417 |
$1,648,182 |
16 |
$4,147,462 |
          Â
0.394 |
$1,632,633 |
17 |
$4,354,835 |
          Â
0.371 |
$1,617,231 |
18 |
$4,572,577 |
          Â
0.350 |
$1,601,974 |
19 |
$4,801,205 |
          Â
0.331 |
$1,586,861 |
20 |
$5,041,266 |
          Â
0.312 |
$1,571,890 |
21 |
$5,293,329 |
          Â
0.294 |
$1,557,061 |
22 |
$5,557,995 |
          Â
0.278 |
$1,542,372 |
23 |
$5,835,895 |
          Â
0.262 |
$1,527,821 |
24 |
$6,127,690 |
          Â
0.247 |
$1,513,408 |
25 |
$6,434,074 |
          Â
0.233 |
$1,499,131 |
26 |
$6,755,778 |
          Â
0.220 |
$1,484,988 |
27 |
$7,093,567 |
          Â
0.207 |
$1,470,978 |
28 |
$7,448,245 |
          Â
0.196 |
$1,457,101 |
29 |
$7,820,658 |
          Â
0.185 |
$1,443,355 |
|
|
|
|
|
Total |
|
$49,847,718 |
|
|
|
|
Now The Present Value of Price of Option B that is $49,847,718
is More
So choose Option BÂ Â