or any other flatte forme of the same kinde doeth, then are those formes called like flattes. As in these. 2. longe Squares: bicause the sides of them bothe, are in one proportion (for. 6. is triple to. 2: as well as. 9. is triple to 3.) Therfore are the whole figures called like flattes.
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And so of due conueniencie, their nombers (that expresse their quantities, which here are. 27. and 12) be called by the like names, like flattes.
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Farthermore in triangles (as here you se) if the sides of the one beare like proportion together, as the sides of the other doe: then are thei called like flattes also. And their nombers, that declare their quantities, in like sorte are named like flattes.
Scholar. I pearceiue here: As 4 is to 2: so. 6. is to 3. bothe beyng in a double proportion. And therfore 6 and. 24. are to be called like flattes.
Master. You vnderstande it well.
And thus haue we briefly ouer runne the diuision of nomber, into his principalle kindes: And haue set forthe the definitiōs of eche of them, with examples.
