— 279 - 



k 

 V 11P11 = 



V l2Pl2 = 

 V | 8 Pl8 = 

 V 14Pl4 = 



k 



+ 



3 ^4 * 

 1 . — 



1 +1 



+ 1 - 

 -1 



5 k'e k 7 lc 8 ]f [ 



1 



1 





V 1öPl5 = 







— 1 





V 1 6 Pl6 = 

 [17^7 = 



V l 8 Pl8 = 

 V l9Pl9 == 









1 



+ 1.-1. 



-1 +1 

 — 1 





V 20 P20 = 











-1 +1 





V 21 P21 = 

 V 22 P22 = 

 V 23 P23 = 

 V 24 P24 = 











+ 1 



+ 1 -1 

 + 1 . - 



+ 1 



1 



V 2öP25 = 











-1 +1 



V 26 P26 = ' 

 V 27 P27 == 

 V 28 P28 = 

 V 29 P29 = 











. V . +1 



. +1 

 ■. +1 

 . +1 



V 30 P30 = • 











— 



1 



die Normalgleichungen 



1 2 3 



+ 20,39 —1,64 —7,49 



. . . + 19,41 —3,17 



. . • +18,34 



-1,77 



10,28 



-0,72 

 -3,57 

 20,69 



—0,45 —4,74 



— 2,52 —11,12 . 

 +9,83 —4,59 . 

 . . . + 20,79 —1,17 

 . . . +13,62 



w 

 + 19,00 = 

 + 59,00 = 



— 24,00 = 

 4-77,00 = 



— 34,00 = 

 + 28,00 = 



3,46+ 6,00 = 

 4,65 + 86,00 = 

 + 43,50 + 16,00 = 



Aus diesen ergeben sich für die Korrelaten die Werte 

 k t = — 2,588 k 2 = — 3,857 k 3 = — 3,663 

 k 4 = — 9,030 k 5 = — 2,644 k 6 = — 5,188 

 k 7 = — 3,690 k 8 = — 8,440 k 9 = — 1,564 



Damit erhält man für die Verbesserungen v, die p v v und für 

 die weiter unten erforderlichen vVp die folgenden Werte: 



