TABLE II.

Present Value of $1, or £1, payable in — Years, Interest taken at —%.

Years 4% 5% 6% 7%
1 .961 .952 .943 .934
2 .924 .907 .890 .873
3 .889 .864 .840 .816
4 .854 .823 .792 .763
5 .821 .783 .747 .713
6 .790 .746 .705 .666
7 .760 .711 .665 .623
8 .731 .677 .627 .582
9 .702 .645 .592 .544
10 .675 .614 .558 .508
11 .649 .585 .527 .475
12 .625 .557 .497 .444
13 .600 .530 .469 .415
14 .577 .505 .442 .388
15 .555 .481 .417 .362
16 .534 .458 .394 .339
17 .513 .436 .371 .316
18 .494 .415 .350 .296
19 .475 .396 .330 .276
20 .456 .377 .311 .258
21 .439 .359 .294 .241
22 .422 .342 .277 .266
23 .406 .325 .262 .211
24 .390 .310 .247 .197
25 .375 .295 .233 .184
26 .361 .281 .220 .172
27 .347 .268 .207 .161
28 .333 .255 .196 .150
29 .321 .243 .184 .140
30 .308 .231 .174 .131
31 .296 .220 .164 .123
32 .285 .210 .155 .115
33 .274 .200 .146 .107
34 .263 .190 .138 .100
35 .253 .181 .130 .094
36 .244 .172 .123 .087
37 .234 .164 .116 .082
38 .225 .156 .109 .076
39 .216 .149 .103 .071
40 .208 .142 .097 .067
Condensed from Inwood's Tables.

If such a mine is not equipped, and it is assumed that $200,000 are required to equip the mine, and that two years are required for this equipment, the value of the ore in sight is still less, because of the further loss of interest in delay and the cost of equipment. In this case the present value of $1,304,000 in two years, interest at 7%, the factor is .87 X 1,304,000 = $1,134,480. From this comes off the cost of equipment, or $200,000, leaving $934,480 as the present value of the profit in sight. A further refinement could be added by calculating the interest chargeable against the $200,000 equipment cost up to the time of production.