488 
PROFESSOR SCHUMACHER ON THE LATE 
Table II. — Containing the Logarithms of (3. 
t. 
log /J. 
t. 
log /3. 
t. 
log /3. 
t. 
log p>. 
t. 
log /3. 
t. 
log A 
o 
32 
33 
34 
35 
36 
37 
j 38 
j 39 
| 40 
I 41 
5’63725 QT 
5-63634 Li 
5-63544 
5-63454 -A 
5 63364 90 
5-63275 89 
5-63185 90 
5-63096 88 
5-63007 89 
5-62918 y 
0 
41 
42 
43 
44 
45 
46 
47 
48 
49 
50 
5-62918 
5-62829 8 
5-62741 88 
5-62652 89 
5-62564 88 
5-62476 88 
5-62388 88 
5-62301 87 
5-62213 88 
5-62126 87 
O 
50 
51 
52 
53 
54 
55 
56 
57 
58 
59 
5-62126 
5-62039 8 ' 
561952 
5-61865 8 ' 
5-61778 87 
5-61692 8b 
5-61606 8 ” 
5-61520 8 ” 
5-61434 86 
5-61348 86 
O 
59 
60 
61 
62 
63 
64 
65 
66 
67 
68 
5-61348 Rr 
5-61262 88 
5-61177 l 5 , 
5.61092 88 
5-61007 Z r 
5-60922 88 
5-60837 Z. 
5-60752 88 
5-60668 84 
5-60584 84 
O 
68 
69 
70 
71 
72 
73 
74 
75 
76 
77 
5-60584 
5-60500 84 
5-60416 84 
5-60332 84 
5-60248 84 
5-60165 88 
5-60082 88 
5-59999 88 
5-59916 8 " 
5-59833 88 
O 
77 
78 
79 
80 
81 
82 
83 
84 
85 
86 
5-59833 
5-59750 88 
5-59668 8 
5-59585 88 
5-59503 82 
5-59421 82 
5-59339 8 2 
5-59258 
5-59176 82 
5-59085 8i 
Log j3 is taken with the temperature of the air in Fahrenheit degrees at the mo- 
ment of the weighing. 
Table III.— Containing the Logarithms of R 3 = [1 -f- (t — 32°) e] s for Brass, 
assuming’ e = O’OOOOi 0436. 
t. 
log R 3 . 
t. 
log R 3 . 
t. 
log R 3 . 
t. 
log R 3 . 
t. 
log R 3 . 
O 
32 
0-0000000 
o 
43 
0-0001496 
O 
54 
0-0002991 
O 
65 
0-0004486 
O 
76 
0-0005981 
33 
0-0000136 
44 
0-0001632 
55 
0-0003127 
66 
0-0004622 
77 
0-0006117 
34 
0-0000272 
45 
0-0001768 
56 
0-0003263 
67 
0-0004758 
78 
0-0006253 
35 
0-0000408 
46 
0-0001904 
57 
0-0003399 
68 
0-0004894 
79 
0-0006389 
36 
0-0000544 
47 
0-0002040 
58 
0-0003535 
69 
0-0005030 
SO 
0-0006525 
37 
0-0000680 
48 
0-0002176 
59 
0-0003670 
70 
0-0005166 
81 
0-0006661 
38 
0-0000816 
49 
0-0002311 
j 60 
0-0003806 
71 
0-0005302 
82 
0-0006796 | 
39 
0-0000952 
50 
0-0002447 
61 
0-0003942 
72 
0-0005438 
83 
0-0006932 | 
40 
0-0001088 
51 
0-0002583 
62 
0-0004078 
73 
0-0005673 
84 
0-0007068 
41 
0-0001224 
52 
0-0002719 
1 63 
0-0004214 
74 
0-0005709 I 
85 
0-0007204 
42 
0-0001360 
53 
0-0002855 
64 
0-0004350 
75 
0-0005845 
86 
0-0007340 
Proportional 
parts. 
0-1 
0-2 
0-3 
0-4 
0-5 
0-6 
0-7 
0-8 
0-9 
14 
27 
41 
54 
68 
82 
95 
109 
122 
Log R 3 is taken with the temperature of the air in Fahrenheit degrees when the 
body is in the air, and with the temperature of the water when the body is immersed 
in water. 
Table IV. — Containing the Logarithms of R 3 = [I + (7 — 32) e] 3 for Copper , 
assuming e = 0*00000954 1. 
t. 
log R 3 . 
L 
log R 3 . 
t. 
log R 3 . 
t. 
log R 3 . 
t. 
log R 3 . 
i . , 
Proportional 
parts. 
32° 
0-0000000 
43 
0-0001367 
54 
0-0002734 
65 
0-0004102 
76 
0-0005468 
f 
33 
0-0000124 
44 
0-0001491 
55 
0-0002859 
66 
0-0004226 
77 
0-0005593 
0°-l 
12 
34 
0-0000249 
45 
0-0001616 
56 
0-0002983 
67 
0-0004350 
78 
0-0005717 
0-2 
25 
j 35 
0-0000373 
46 
0-0001740 
57 
0-0003107 
68 
0-0004474 
79 
0-0005841 
0-3 
37 
\ 36 
0-0000497 
47 
0-0001864 
58 
0-0003232 
69 
0-0004599 
80 
0-0005966 
0-4 
50 
37 
0-0000621 
48 
0-0001989 
59 
0-0003356 
70 
0-0004723 
81 
0-0006090 
0-5 
62 
\ 38 
0-0000746 
49 
0-0002113 
60 
0-0003480 
71 
0-0004847 
82 
0-0006214 
0-6 
75 
39 
0-0000870 
50 
0-0002237 
61 
0-0003608 
72 
0-0004971 
83 
0-0006338 
0-7 
87 
40 
0-0000994 
51 
0-0002361 
62 
0-0003729 
73 
0-0005096 
84 
0-0006462 
0-8 
99 
41 
0-0001119 
52 
0-0002486 
63 
0-0003853 
74 
0-0005220 
85 
0-0006587 
0-9 
112 
42 
0-0001243 
I 53 
0-0002610 
64 
0-0003977 
75 
0-0005344 
86 
0-00067H 
Log R 3 is taken with the temperature of the air in Fahrenheit degrees when the 
body is in the air, and with the temperature of the water when it is immersed in water. 
