The Science Absolute of Space Independent of the Truth Or Falsity of Euclids
The Science Absolute of Space Independent of the Truth Or Falsity of Euclids
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In our eReader you can find the full English version of the book. Read The Science Absolute of Space Independent of the Truth Or Falsity of Euclids Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book The Science Absolute of Space Independent of the Truth Or Falsity of Euclids
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Call the ray AM the axis of L. Evidently also, in any plane containing the sect AM, there is for the axis ray AM a single L. Call any Lot this sort the L of this ray AM (in the plain- considered, being understood). Kyi- dent ly by revolving L around AM we describe the Fof which ray AM is called the axis, and in turn F tna y be ascribed to ///< axis ray AM. I?) 12. It" 1> i> anywhere on the L of ray AM, and UN II* AM (11); then the L of ray AM and the L of ray BN coincit/e. For suppose, in disti...nction, L the L of rav UN. . Let C be an v where in L . And CP H -BN (1D- &" BNH ^AM, so CPU *AM U ini, and so C also will fall on L. And if I is any where on L, and CPII^AM: thenCPH^BN (10); and C also falls on L (11). Thus L and L are the SCIENCE ABSOLUTE OF SPACE.
13 s o same; and every ray BN is also axis of L, and between all axes of this L, is .
The same is evident in the same way of F. 13. If BN II AM, and CP II DQ, andZBAM + ZABN = st. Z; then also ZDCP+ZCDQ- st. Z.
Q For let EA= EB, and EFM= DCP ( 4).
What to read after The Science Absolute of Space Independent of the Truth Or Falsity of Euclids?
You can find similar books in the "Read Also" column, or choose other free books by Jnos Bolyai to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Call the ray AM the axis of L. Evidently also, in any plane containing the sect AM, there is for the axis ray AM a single L. Call any Lot this sort the L of this ray AM (in the plain- considered, being understood). Kyi- dent ly by revolving L around AM we describe the Fof which ray AM is called the axis, and in turn F tna y be ascribed to ///< axis ray AM. I?) 12. It" 1> i> anywhere on the L of ray AM, and UN II* AM (11); then the L of ray AM and the L of ray BN coincit/e. For suppose, in disti...nction, L the L of rav UN. . Let C be an v where in L . And CP H -BN (1D- &" BNH ^AM, so CPU *AM U ini, and so C also will fall on L. And if I is any where on L, and CPII^AM: thenCPH^BN (10); and C also falls on L (11). Thus L and L are the SCIENCE ABSOLUTE OF SPACE.
13 s o same; and every ray BN is also axis of L, and between all axes of this L, is .
The same is evident in the same way of F. 13. If BN II AM, and CP II DQ, andZBAM + ZABN = st. Z; then also ZDCP+ZCDQ- st. Z.
Q For let EA= EB, and EFM= DCP ( 4).
What to read after The Science Absolute of Space Independent of the Truth Or Falsity of Euclids?
You can find similar books in the "Read Also" column, or choose other free books by Jnos Bolyai to read onlineMoreLess
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