L
o
This .01lf,Jwtion of rropof,lions, refpeélins the mln·
n~r
in
\1
hieh the prcdicm is .lllironed of Ihe fubjcél, give\
rife Iv Ihe
divir.on01'
Ih:m ioto
"ifo'ule
and
"nJit,..rnl.
/"folu le
pmpolitions are dIJf:,
whu~in
\Ve ,Ifirm (onl!
p,opwy infcpmble from the idel of the (ubje,q, and
which Ihmfore belonss tO it in all poffi ,le cafes; ,s,
e od
ÍJ
il/pnih'lj
<uift.
I'irlll: lendllo Ih, /llli/l/JI, hap.
pínif¡'¡ /l/JO.
BUl \Vhm Ihe predicm is nOI
ne~drJrily
conneéled wilh Ihe idea of Ihe (u"jd\, unlefs tlpon
fom~
conr.dcmion diOinél from Ihal ideJ, Ihm tl,c propofi,ion
is callcd
c'l/diliol/al.
. The reafon of Ihe name is taken
{rom theJuppor.tion annexeJ, IVhieh is of Ihe nature of a
condilio'n, and may be exprerred as (uch. Thus,
lf
a
jlon,
ÍJ
<xpofod 1. lhe raJl
01
Ih, fun, il 1/1i/l conlraa
fom,
d'fru.¡ h(Ql.
If
ariv" r/lrJl in a val dtelining
fhann,
,
iu rapidilJ 'Wi/l cOfIj/dnlly inmafo.
The'e is not any Ihing of greater imponance in philo.
fophy, than adue amntion tO Ihis divifion of propoli,ions.
If
\Ve are careful oever 10 al"rm Ihings abfolulely, but
\Vhere Ihe ideas are infepmbly conjoined; anJ if In our
other judgmenls, we diflinélly mark the eondilions which
delermine the pre.dicate tO belong to lhe fubjeél,
\Ve
/hall be lhe leCs liable lO miUake in applying general
!rulhs tO lhe particulH conceros of human life.
11
is
o\Ving 10 the e¡¡aél obfen'ance of this rule, thal mathe·
matieiJns hare been
Co
happy in their difcoveries, and
that what lhey demonOrate of magnitude in general, may
be applied \Vith eafe in all olvious oecurreftCCs.
The trulh is, panieulJr
propor.ti'oos are Ihen koown
to be true, when \ve can trace lheir conneélion "ith uni·
verfals' and it is accordingly the sreat bufinefs of (cience,
to find 'out general truths, Ihal may be applied \Vilh fafe·
ty in all obvious inO,nees. No" Ihegreat aduntage a·
rifing from determining wilh care Ihe. eondilions
up~n
\Vhich one idea may be affirmed or dented of anolher, IS
this' Ihat thereby particular propofilions really beeome
.
úniv~rfal ,
m,l' he in'trodueed wilh eenainty inl ur rea·
{oning~,
and ferve
~s
Oand, ros
~o
eonouél.'.nd .'egulate
our judgments. To illunrate Ihls by a famdlar tnlfance.
If we f,y,
SO'M 1V,11a a{/J
v,,~
(orcibly;
t.hepro.pofitio.n
is particular: And as the
condtllo~s
00
,,:bl~h
dm fo\CI'
ble aélion depends, are not meouooed , It IS as yet un·
certain in "hal cafes it mal' be applied. Lel us then
(upply thefe condilions, and the propofition will run thus:
Wol" ronVtl,d in firfficienl quanlily, olong a j/"p
.lt·
ftml. n{/I val [orcrbly.
He.'e lVe
ha.ve'o .univerfal
jodgment, inaflllllch as Ihe
pred1Cat~
forcrhl,
n{/,oll,
~ay
be a(cribed 10 all IUmr under Ihe mcumnances menuon·
ed. Nor is it leCs evident, that the propofilion in this
OCIV
form is of ea(y ,pplicalion ¡ and in faél "e find,
that mendo apply il, in inOanees IVhere Ihe forcible 'c·
tionof wateris requi red¡ as in coro· milis, and
m~)'
olhcr
works of art.
O[
f/JIpl, and
cO"',~ourtll
prcpojilionJ.
H'T flHTO we have tremd of propofi,:ons,
"h~re
onll' llVO
ide~s
are eompared ,oge,he(. Thcfe are in Ihe
general called
jirrrpl,;
bccaufe having bUI one
f~l>jca
and
one predicale,
lh~l'.
are ,.he crreél of. a filOple¡udsmcnt,
Ihat ,rimils of no lubdiv,
r.on.BtIt If feve,.1 rJeas offer
thlmfclves 10 our Ihouehtl 'lI1 once, whcrc:,y lI'e are
kd
G
c.
tO affirm Ihe fame
lhin~
of diff!rent ohje,qs, or di:Fmni
~hings
of lhe flmeobjeé!; Ihepropofilions
txprefr.n~
lhefe
JuJgm~nlS
Ue e,llIeo
co",po.lld:
b"aufe Iheym,y bc refol.
ved
1010
JS mIny olhm as lhere are fubj .éls or predicalU
in,he whole complex dcte.minltioo of theminJ. Thus:
eod
iJ
infil/ilely
'1JJifl,
."d inftnilely powtrl.l.
Here
there are t\Vo
pledicatcs,
inftnile wifdom, anJ
il1fillil(
POWtf,
bOlhafli rmeJ of ,he fallle fu bjeél ¡ and ,ceordingly,
lhepropofilionnlly be refo'ved into
I\VO
othen, alfin;ling
thefe pretlieatCs (el'mlly, in like manner in lhe propoli.
lion,
.,i/~" ~inCI
nor
pro/,I_
tlf,
ex(1npl l rom dca,h;
the predicate is denied of bOlh fubjeas , and may lherefore
be (eparmd from them, in diUin,'! propofilions, Nor is
it Idi evident, that if a complex judgment confins of
fevwl (ubjeéls and prediwcs, it may be refolved inlo
as many
fim~l~
propofilions as are lhe number of difb·
eot ideas compareJ logether.
Rich" and h'lI'u" are
01'11. (/01, Ih, ",ind, a.d incmy- rh! numler olollr
drjim.
In lhis judgment, Ihm are t\Vo fubjeas and
tlVO predieales, and il is al Ihe fame time apparent, lhat
jI may be refolved inlo four dimnél propofilions.
Rich,(
are
"PilO elal, Ih, mi..:!. Rich'l are
apl l~
increnfo Ihd
n!/lnber
.¡
our d'.fim.
And 'fb of honours.
•
Logicians have divided lhe(e compound propofiliooi
iOlo a great many di[mnt claffcs; but not IVilh a due
re~ard
to Iheir prop:r. delinilion. Thns,
condiliona/¡;
caufal" rdaliv/J,
&c. are menlioned as fo manydiOinét
fpeeies of lhis kinJ, though in faa Ihey are no more
than f\lt1ple propofitions. To gire an innance of a eOD–
dilional:
If
a¡Ion, iJ ,x/,ofod lo Ih, ra)'!
.¡
Ihe fun, il
1uill (onlrafl
fom,
d,C'"
01
h!al.
Here IVe have but one
(ubjdl and one predieale ¡ for the eOlnf'ex exprclfion,
a
j/om
,x,~ord
loIh, ra)'! ollh, fu "
eODf itutes the proper
fubjeél of this propofition, aod is no more than one de·
terminm idea. The (ame thing happens in
caufal~.
Rehoboam
'WflJ unhappy b<cau[,
h, fo/l.·wcd
,vil cOllnfol•
T hcre is here an appearanee of I'YO propofitions, arifing
from Ihe comp,lexilY of Iheexpreffion ; bllt IVhen \Ve come
to eonfider Ihe malter more nearll', it is evident, Ihat IVe
have bUI a fingll (ul,jra and predicm.
Th, p,r'fiúl
.¡
,vil
".lIft·'
6rollghl lIIiflry u,lon
Reho~oam.
lt
is nOI
enough Iherefore, tO render apropufilioneompound, that
lhe fubjea and predicm are complex notions, requiring
fometimes a "hole fenlence loexprefs ¡hem: For iDthis
cafe, the companfoDis Oill confined 10 t\Vo ideas, and
connilutes IVhat we cal! a fimple judgment. BtIt IVhere
Ihere are feve ral fuoj ei'ls, or pred,:ales, or bOlh, as lhe
allirmalion or negalion may
b~
alike extenoed lO
lh~m
, 11, lhe propor.tionexprelfrng flleh a judgment, is trllly a
colleélion of as many fimple ones as there are di/Tmnt
ideas compared. Confining ourfelves Iherefore to this
more Ori,q and juO nOliooof eOltlpound
propor.lion~,
they
ar~
all reducible 10 IIVO kinds,
viz.
CC/,III,lIiv:J
and
diJju"flirru.
A
co,lll/dliv,
propufil'on is, whne ,he (ubjtal , nd
predir.;¡cs
He
(o linkrd
loselh~r.
Ihat
"'"Y
rml'
b~
all
(everally allirmed or Jenied
o~e
of
anolh~r.
or
lhis n.·
ture are Ihe exalOples of eOltlpound propofitions ginn a·
bove.
Ridl(/
.lId
hOllo"" flrt a/,I lo
,l.",.
Ih,
I/Ii/l.l,
tllr./
illcrfl'fi'
,Ae
l1i1mh(r
of
our
"pro ,
ll·itA,.,.
fiJ~~J
I/;r
! (D!'I, are aWI!'1frO'll d,"l/h .
ID Ihe firH of Ih<:fc, the
tWO