Accordingly, the ratio of l, the total length, to r, the radius vector up to which the total length is to be measured, is expressed by a simple table of secants; as follows:
| öÝ | lã₤ãã₤r |
|---|---|
| 5ô¯ô ããã | 1ôñ004 |
| 10ãô ããã | 1ôñ015 |
| 20ãô ããã | 1ôñ064 |
| 30ãô ããã | 1ôñ165 |
| 40ãô ããã | 1ôñ305 |
| 50ãô ããã | 1ôñ56ã |
| 60ãô ããã | 2ôñ0ãã |
| 70ãô ããã | 2ôñ9ãã |
| 75ãô ããã | 3ôñ9ãã |
| 80ãô ããã | 5ôñ8ãã |
| 85ãô ããã | 11ôñ5ãã |
| 86ãô ããã | 14ôñ3ãã |
| 87ãô ããã | 19ôñ1ãã |
| 88ãô ããã | 28ôñ7ãã |
| 89ãô ããã | 57ôñ3ãã |
| 89ô¯ô 10ÿ£¢ãý | 68ôñ8ãã |
| ãô ãã20 | 85ôñ9ãã |
| ãô ãã30 | 114ôñ6ãã |
| ãô ãã40 | 171ôñ9ãã |
| ãô ãã50 | 343ôñ8ãã |
| ãô ãã55 | 687ôñ5ãã |
| ãô ãã59 | 3437ôñ7ãã |
| 90ãô ããã | Infinite |
Putting the same table inversely, so as to shew the total {552} length in whole numbers, in terms of the radius,