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Axiom 2 and 3: If equals are added or subtracted to equals, the wholes are equal (view source)
Revision as of 09:49, 26 April 2019
, 09:49, 26 April 2019no edit summary
Euclid, magnitudes are objects that can be compared, added, and subtracted, provided they are of the “same kind.” Addition or elimination of equal parameters to equal quantities results in equal things, for which the relation of equality and the operation of subtraction make sense. In Euclid’s mathematics this relation and this operation apply not only to straight segments and numbers but also to geometrical objects.
=== Objectives ===
=== Objectives ===
