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Required by (dependents) (4)
- X.2Proposition X.2If, when the lesser of two unequal magnitudes is continually subtracted in turn from the greater, that which is left…
- X.3Proposition X.3Given two commensurable magnitudes, to find their greatest common measure.
- X.5Proposition X.5Commensurable magnitudes have to one another the ratio which a number has to a number.
- X.15Proposition X.15If two commensurable magnitudes be added together, the whole will also be commensurable with each of them; and if the…
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