476 Mr. R. Hosking on the Electrical 
TABLE G.—Ratio i 
for LiCl Solutions. 

LiCl Solutions, 
ramnibes|“o.)) yg  eee | 
‘| Dilution. | | | 
Ua [fe 2s er se 4. 5: 6. fie 8. 




O°C.| 1:087 | 1-027 | 923 | -8380 |. -S1N “TOR ot | aciien a ere 
10 1:066 | 1:006 | :897 | “811 | “784 | “768 (9-732) | 720 eee 
18 1-048 "988 | -883°| “795 | “767 | “751 4) “716 |> 7s) aegis 
20 1-044 ‘983 | ‘881 | “786 | “766 | -748°) “715 | -699n saa 
30 1023 “962 | ‘860 | “771 | 749 |-°733 | “703 | -684 1 Gage 













40 | 1011 | -950) ‘841 | 757 | -734 | -718 | 684 | -676 | -675 
50 998 | -937| 8381 | "747 | 719 | -704 | 673) -657 | -670 
60 989 | -928 | ‘825 | 7388 | -706 | -691 | -664 | -642 | -660 
70 ‘976 | 915, | “S10 |.°725 | 7700 | 678. | =65b |oaaae eae 
80 965 | -904 | -798 | -719 | -690  -669 | 648 | -628 | -644 
90 956 | 895 | °792 | ‘709 | -675 | -658 | -646 | -618 | -633 
100 ‘948 | 888) ‘791 | 695  -658 646 | -638 | -6u8 | -624 
i} 

specific molecular conductivity, in units, already mentioned. 
y 
Table G gives the values for the ratio re 
It will be necessary to explain how the figures in the 
first columns of Tables F and G are obtained, and for this 
purpose we must examine closely the other figures in Table G. 
It will be seen that for each solution the decrease in the value 
nN 
One wees 
=, 1s the same for equal rises in temperature: thus between 
Ii 
0° and 10° we have decreases of ‘022 throughout, and 
between 80° and 90° decreases of *008 as an average. 
If we assume that for a solution of infinite dilution the 
same values apply, and if we have values of the fluidity of 
such a solution, and the absolute value for the conductivity 
at any one temperature, we can calculate the values for F 2 
all temperatures. Now Kohlrausch has determined the value 
for C,, at 18° C., namely 98°9, and the fluidities will be those 
of water, so that having FR at 18° C. equal to 1:048, we can 
build up the first column by adding or subtracting the proper 
differences or those which exist in solution 1—which amounts 
to practically the same thing. 
We can now fill up the first column in Table I’, for we 
have both values of “s and of F' for a solution of infinite 
EF 
dilution, so that we know the values of C,, at all temperatures 
between 0° and 100° C. 
Experiments were made on two solutions in which the 
