Part, Question

 1   1, 1   |           such as arithmetic ~and geometry and the like. There are
 2   1, 1   |         principles established by geometry, and music from ~principles
 3   1, 78  |           from the ~principles of geometry we draw a conclusion in
 4   2, 52  |     learns several conclusions of geometry, the same specific habit
 5   2, 54  |           to but one science, ~to geometry, for instance, or to arithmetic.
 6   2, 65  |     cannot acquire the science of geometry, ~because he must necessarily
 7   2, 77  |        instance, a ~man who knows geometry, may not attend to the consideration
 8   2, 1   |            Thus in the science of geometry, the conclusions ~are what
 9   2, 5   |           does one ~science, viz. geometry, contain many conclusions.
10   2, 5   |           possess ~the science of geometry as to some geometrical conclusions,
11   2, 11  |         instance, in questions of geometry and so forth, which cannot
12   2, 23  |       before: thus the science of geometry increases in one who acquires ~
13   2, 122 |         for confessing a truth of geometry or ~some other speculative
14   2, 174 |    conclusions of ~arithmetic and geometry.~Aquin.: SMT SS Q[176] A[
15 Suppl, 80|    contrary to the conclusions of geometry which are ~infallible deductions
16 Suppl, 80|        both to the conclusions of geometry and to the ~definition of
17 Suppl, 80|            It is a ~conclusion of geometry that two circles touch one
18 Suppl, 80|        against any conclusions of geometry. For, as ~stated above (
19 Suppl, 80| dimensions whatever. Consequently geometry cannot suppose one line