 N ; and if equal, equal ; and if less, less : but if G be greater than L, it has been shown that L HC K E M F N H is greater than M ; and if equal, equal; and if less, less: therefore, if G be greater than L, K is greater than N ; and if equal, equal...  The First Six Books of the Elements of Euclid, with a Commentary and ... - Page 107by Euclid, Dionysius Lardner - 1828 - 324 pagesFull view - About this book
 | Herbert Spencer - Psychology - 1888 - 738 pages
...than M ; and if equal, equal ; and if less, less. Again, because C is to D as E to F, and H, K, are equimultiples of C, E ; and M, N. of D, F ; if H be...K is greater than N, and if equal, equal ; and if loss, less. But if G be greater than L, it has been shown that H is greater than M ; and if equal,... | |
 | Herbert Spencer - Psychology - 1906 - 788 pages
...greater than L, H is greater than M; and if equal, equal; and if less, less. So, too, it is proved that if H be greater than M, K is greater than N; and if equal, equal ; and if less, less. Whence it is inferred that if G be greater than L, K is greater than N; and if equal, equal; and if... | |
 | Herbert Spencer - Philosophy - 1910 - 780 pages
...than M; and if equal, equal; and if less, less. Again, because C is to D as E to F, and II, K, are equimultiples of C, E; and M, N", of D, F; if H be greater than M, K is greater than "$, and if equal, equal; and if less, less. But if G be greater than L, it has been shown that II is... | |
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