A1000 Kronor 
Conditional Values of Sample 
,í Information with 15 d.f. 
10° 
      
An NN 
  
  
x— 0 
1 > 3 : Tx um 
True (but unknown) Standard Error of the Instrument 
Fig. 6. Example from the Computation 
Procedure, Summary for all 
Possibe Means. 15d.f. 
  
AF frequency Function of the Probability 
of a certain @ when the Sampling 
0.8 is done 
  
   
  
  
  
  
  
  
  
   
    
0.7 
0,6 
0.5 
0.4 
0.3 
0.2 
0.1 
  
Bum 
1 2 
True (but unknown) Standard Error of the In sement 
Fig.7. Posterior Probabilities, 
   
    
    
   
  
  
  
  
Fig. 8. Example from the Computation 
Of Figure 10. (x = 30%. 
100 d f. 
19 
1 
o 
c 
:03 LJ Kronor 
5 A 
los .^ 
Q 
o 
D x 
L0.7 A 
t ej 
s x 
9 
«qj 
06 = S $ 
= He 
oO 
à 3: 
Los 2 
a3 
0 
x VU 
wl He 
a 9o 
- ga 
o Lui 
10.3 >, nin 
= vi 
3 i 1500 
0.2 = 400 
9 
a 30001300 
o 20001200 
10004100 
T7 1 3 ay 
True (but unknown) Standard Error of the Instrument 
~1.0 
03 Kronor 
08 
1600 
107 1500 
1400 
0.6 (1300 
4200 
L0.5 H100 
1000 
10.4 $00 
800 
: 10001700 
10.3 jl 
: 60001600 
| 50004500 
a2 à 40004400 
; \ | 
i \ 30004300 
p 1 \ 20001200 
| 
A n 
i e 
1 2 3 4 6 Tur. 
True (but unknown) Standard Error of the instrument 
Fig. 9. Corresponds to Figure 8 
but with @&= 5 5. 
100 d.f. 
153