Full text: [Nachträge zur reinen Mathematik] (10. Bandes 1. Abteilung)

214 
ANALYSIS. NACHLASS. 
Ferner 
[3] 
A' =i{A + B), 
A" = i(A' + B'), 
A’" = \[A"+B"\ 
B' = 
B" = 
.0" = 
242?«' 
6'(A+£) 
24'2i'a" 
6"(4' + .B') 
2 J." B" a’" 
ViA' + B") 
etc. 
Man bestimme H durch die Gleichung 
i 4l 
H = 
JiA'* .. 
a'* a"l a'"*... 
chA’* A"^ A’"*.. . 
ix 
und y durch [die weiter unten folgende Gleichung [7]], so ist 
j A=.H[ 1 + (y + 7) * 4 + [V!> + Jj) *' 6 + etc f 
| ß = H(i-(y + y)* , + (^ + p7)'» ,li - etc -) 
[S. 38] 
[6] 
[2.] 
— = cos 2ilf, — = cos M l 
a ’ a 
—— cos 2 M 
a’ 
etc. 
tg M~ = sin 2 M' 
a 00 = a cos M' cos M'~ cos M" 2 etc. 
sin cp v' sin 2 M = tg 6 
sin cp' \j sin 2 M' = tg cj/ 
■ sin cp" \/ sin 2 M" = tg cp" 
etc. 
sin 2 <j/ = tg cj> \/ sin 2 M 
sin cp' cos 3f 2 
sin Cp cos cp' 2
	        
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