found
| 80,296 | | by adding to it
7 | 1,418,561 | 8,393,919 | annually the interest
| 85,113 | | of that part of the
8 | 1,503,674 | 9,897,593 | capital paid off the
| 90,220 | | preceding year, and the
9 | 1,593,894 | 11,491,487 | sum in the third by
| 95,633 | | adding yearly the
10 | 1,689,527 | 13,181,014 | payments.
| 101,372 | |
11 | 1,790,899 | 14,971,913 |
| 107,454 | |
12 | 1,898,353 | 16,870,266 |
| 113,901 | |
13 | 2,012,254 | 18,882,520 |
| 120,735 | |
14 | 2,132,989 | 21,015,509 |
| 127,979 | |
15 | 2,260,968 | 23,276,477 |
| 135,658 | |
16 | 2,396,626 | 25,673,103 |
| | |
| Principal Loan | 25,000,000 |
| Surplus | 673,103 |
SECOND CALCULATION.
$2,500,000 annually collected and paid
for sixteen years, amount to (the whole sum
paid) 40,000,000
But the surplus of $673,103 deducted,
leaves $39,326,897, the net sum applied
to sink a principal of $25,000,000, and the
interest for sixteen years, 673,103
----------
39,326,897
The annual interest of $25,000,000 at six
per cent is 1,500,000, which at simple interest
in sixteen years is 24,000,000, 24,000,000
Add the principal, 25,000,000
----------
49,000,000
Bring down 39,326,897
----------
Surplus, 9,673,103
By these calculations it is clearly demonstrated,
First, that a certain net annual revenue of two millions and a half of
dollars is s
|