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This library is built in the open.
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A decorative row of eleven stylized floral motifs is arranged horizontally across the top of the page.
| Symbol | Interpretation |
|---|---|
| A + B, that is | A and B taken together. |
| A — B, | A, with B removed. |
| A — : B, | The difference between A and B. |
| A $\times$ B, | A multiplied, or drawn into B. |
| $\frac{A}{B}$ | A divided by B, or applied to B. |
| A = B, | A is equal to B. |
| A $\sqsupset$ B, | A is greater than B. |
| A $\sqsubset$ B, | A is less than B. |
| A.B :: C.D, | The ratio of A to B is the same as that of C to D. |
| A, B, C, D $\div\div$, | A, B, C, D are continuously proportional. |
| A.B $\sqsupset$ C.D, | The ratio of A to B is greater than that of C to D. |
| A.B $\sqsubset$ C.D, | The ratio of A to B is less than that of C to D. |
| A. B. $\dashv$ C. D = M. N. | The ratios of A to B and C to D compounded equal the ratio of M to N. |
| A. B. $\dashv$ C. D $\sqsupset$ M. N. | The ratios of A to B and C to D compounded exceed the ratio of M to N. |
| A. B. $\dashv$ C. D $\sqsubset$ M. N. | The ratios of A to B and C to D compounded fall short of the ratio of M to N. |
| Aq, | The square of A. |
| $\surd$ A, | The side, or square root of A. |
| Ac, | The cube of A. |
| $\surd$ Aq + Bq, | The side of the composite of Aq and Bq. |
The Reader will grasp the remaining abbreviations, if any occur, by easy conjecture, especially if one is even slightly versed in analysis.