of computing Logarithms . 
33i 
and so on ; the unit receding regularly to the right, 
h. 1. 2 = ,6931 471 80637 
h. 1 . 10 = 2,302585093217 
TTT7S = ,434 2 944 8l ^i. 
Certain Multiples of the above Numbers ; vise, all those required 
in computing Logarithms by the subjoined Rules, and which 
are not evident upon Inspection . 
Multiples of the h. logs, of — , 422 , &c. Multiples of h. 1 . 2, h. 1 . 10, and — — — 
9 99 n. 1. 10. 
Of h. 1 . 2. 
Double h. 1 of — 
9 
= ,210721031310 
triple 
= ,316081546965 
quadruple 
= ,421442062620 
5ple. 
= ,526802578275 
6ple. 
= ,632163093930 
7 pie- 
= >7375 2 3® 0 95&5 
8ple. 
= ,842884125240 
9ple. 
= ,948244640895 
Double h. 1 . 
99 
= ,020100671706 
triple 
,030151007559 
quadruple 
,040201343412 
5 ple- 
,050251679265 
6’ple. 
,060302015118 
7 pie- 
,070352350971 
8ple. 
,080402686824 
9ple. 
>° 9 ° 433 022 ^77 
Double = 1,386234,36 12 74, 
triple =2,073441541911 
quadple. =2,772588722548 
5 pie. =3>4657S5903i85 
6‘ple. =4,158883083822 
7 pie- 4,852030264459 
8 ple. 5,545177445096 
9ple. 6,238324625733 
Or h. 1 . 10. 
Double =4,605170186434 
triple =6,907755279651 
quadple. 9,210340372868 
5ple. 11,512925466085 
6ple. 13,81 55 10559302 
7ple. 16,118095652519 
8ple. 18,420680745736 
9ple- 20,723265838953 
of — 2 — . 
h. 1. 10 
Double h. 1 . 4222 — 00200 1 000666 
999 
triple =,003001500 999 
quadruple = ,004002001332 
5ple. = ,005002501665 
6p!e. = ,006003001938 
7 pie- = ,007003502331 
8ple. = ,008004002664 
9ple. = ,003004502997 
Double = ,868588963722 
triple =1,302883445583 
quadple. =1,737 1 779 2 7444 
5ple. =2,171472409305 
6'ple. =2,60576689 1 166 
7ple. =3,040061373027 
8ple. =3>474355 8 54 888 
9 ple- =3 -9 o8 h’5 0336749 
