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Zbirka – od 50. stranice 14, 19, 30, 54, 57, 68, 74, 77, 81, 84, 86

Zbirka – od 50. stranice 14, 19, 30, 54, 57, 68, 74, 77, 81, 84, 86. KNJIGA od 25 stranice ... CD - 18, 1 9, 20, 21, 22, 23. TETRAEDAR. AV = A’B’, AV’ = A’V’, VV’ = d (V’’,x). APPELTSHAUSER  WIEGAND. c’’. IKOSAEDAR. Tlocrt ikosaedra  pravilan deseterokut

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Zbirka – od 50. stranice 14, 19, 30, 54, 57, 68, 74, 77, 81, 84, 86

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  1. Zbirka – od 50. stranice14, 19, 30, 54, 57, 68, 74, 77, 81, 84, 86 KNJIGA od 25 stranice ... CD - 18, 1 9, 20, 21, 22, 23.

  2. TETRAEDAR AV = A’B’, AV’ = A’V’, VV’ = d (V’’,x)

  3. APPELTSHAUSER  WIEGAND

  4. c’’ IKOSAEDAR Tlocrt ikosaedra  pravilan deseterokut u kojem su upisana dva pravilna peterokuta te spojnice vrhova peterokuta sa središtem opisane kružnice peterokuta (vidljivost). b’’ a’’ Za konstrukciju nacrta treba: Brida 2  a’  x & a’’ = a Bridb 2  b’  x & b’’ = a a’ c’ Bridc 2  c’  x & c’’ = a b’

  5. C’’ Konstruirati projekcije pravilne kvadratske piramide koja pobočkom ABV leži u 1. B V A V’’’ 1x3 V’E’ C’ E’ C’’’V’’’=V’’’A’’’=V’E’ A’’’C’’’=A’B’ A’’’=B’’’ d(C’’’,1x3) = d(C’’,1x2) C’’’=D’’’

  6. KONSTRUKCIJA DODEKAEDRA

  7. DODEKAEDAR R’’ Pravilan peterokut A’B’C’D’E’ (baza dodekaedra) Stranica A’E’ je trag ravnine r1 v Antirotacija peterokutaA’ E’ (F) (G) (H) Stranica A’B’ je trag ravnine s1 Antirotacija peterokutaA’ B’ (J) (I) (H) (J) (F) Tlocrt polovice dodekaedra konstruiran je pomoću simetrale stranica baze i kružnice(S,SH’). R’ S J’ (H) Visina točke H konstruirana je antirotacijom, a visina točke R dobivena je iz prave veličine visine peterokuta (ili antirotacijom). v H’ Ho PERSPEKTIVNA AFINOST (o = r1, (H) → H’)

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