Shivaji University Kolhapur
B.A. –II
Nature of Question Paper
Paper No.- II & III & I.D.S.
(Nature of Question Paper of 80 : 20 Pattern )
March- 2010
Section –I
Q.No.1
Multiple Choice
05
cgqi;kZ;h iz”u
Q.No.2
Write Short Notes
15
FkksMD;kr Vhik fygkQ.No.3
(Any three out of Five)
Answer the following questions.
(Any two out of three)
20
Section –II
Q.No.4
Multiple Choice
05
Q.No.5
Write Short Notes
(Any three)
15
Q.No.6
Answer the following questions.
(Any two out of three)
20
chch-,- Hkkx&2
bfrgkl
isij o iz’uif=dsps Lo:i
¼80 % 20 iWVuZ uqlkj½
ijh{kk % ekpZ 2010 ijh{ksiklwu
isij ua- 2
isij ua- 3
vk/kqfud ;qjksipk bfrgkl ¼1789 rs 1945½
vk/kqfud Hkkjrkpk bfrgkl ¼1750 rs 1950½
egkjk’Vªkrhy lektlq/kkj.kspk bfrgkl
izkphu Hkkjrh; bfrgkl vkf.k laLd`fr
I.D.S.
I.D.S.
(From pre-Historic time to C.650 A.D.)
ojhy isijlZP;k iz’uif=dsps Lo:i ¼xq.kfoHkkx.kh ½ iq<hyizek.ks Bso.;kr ;kos-
iz-1
iz-2
iz-3
iz-4
iz-5
iz-6
foHkkx& 1
oLrqfu”B iz’u ¼;ksX; i;kZ; fuoMk½
Vhik fygk- ¼ 5 iSdh 3½
nh?kksZRrjh iz’u ¼ 3 iSdh 2½
foHkkx& 2
oLrqfu”B iz’u ¼;ksX; i;kZ; fuoMk½
Vhik fygk- ¼ 5 iSdh 3½
nh?kksZRrjh iz’u ¼ 3 iSdh 2½
05 ekdZ
15 ekdZ
20 ekdZ
05 ekdZ
15 ekdZ
20 ekdZ
chch-,- Hkkx&2
fo’k; %& rRRoKku isilZph ukos
80 % 20 iWVuZ ykxw dj.;kps
dj.;kps rRRoKku ;k fo’k;kps isilZ iq<hy izek.ks
ekpZ & 2010
1
rRRoKku ¼,sfPNd½ isij&2
uhfr”kkL= ¼Hkkjrh; o ik”pkR;½
Philosophy (optional) Paper-II
Ethics (Indian and western)
2
rRRoKku ¼,sfPNd½ isij&3
lkekftd o jktdh; rRRoKku
Philosophy (optional) Paper-III
Social and Political Philosophy
3
rdZ”kkL= ¼ikjaikfjd rdZ”kkL=½ isij& vk;-Mh-,lLogic (Traditional Logic) Paper- I.D.S.
4
rdZ”kkL= ¼vk/kqfud rdZ”kkL=½ isij& vk;-Mh-,lLogic (Modern Logic) Paper- I.D.S.
Nature of question paper 80 : 20 Pattern
B.A. (Part-II) Examination
Philosophy (Optional) Paper-II
Ethics (Indian and western)
March-2010
Total Marks : 80
Instructions :
1
All questions are compulsory
2
Answer to the two sections should be written in one answer- book
3
Figures to the right indicate full marks
Section – I
1.
2.
3.
Complete the following sentence by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of five]
[Five marks for each question]
Answer the following questions fully
[any two out of Three]
Ten marks for each question]
Marks
05
15
20
Section – II
4.
5.
6.
Complete the following sentence by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of five]
[Five marks for each question]
Answer the following questions fully
[Any two out of Three]
Ten marks for each question]
Marks
05
15
20
chch-,- ¼Hkkx&2½ ijh{kk
rRRoKku ¼,sfPNd½isij& 2
uhfr”kkL= ¼Hkkjrh;
¼Hkkjrh; o ik”pkR;½
ekpZ & 2010
,dq.k xq.k
& 80
lqpuk %&
1½ loZ iz”u vko”;d vkgsr2½ nksUgh foHkkxkaph mRrjs ,dkp mRrjif=dsr fygk3½ mtohdMhy vad iw.kZ xq.k n”kZforkr-
foHkkx ifgyk
1½
2½
3½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sdh ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh rhu] ¼izR;sdh 5 xq.k½
[kkyhy iz”ukaph lfoLrj mRrjs fygk[rhu iSdh nksu] ¼izR;sdh 10 xq.k½
05
15
20
foHkkx nqljk
4½
5½
6½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sdh ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh rhu] ¼izR;sdh 5 xq.k½
[kkyhy iz”ukaph lfoLrj mRrjs fygk[rhu iSdh nksu] ¼izR;sdh 10 xq.k½
05
15
20
B.A. (Part-II) Examination
Philosophy (Optional) Paper-III
Social and political philosophy
March-2010
Total Marks : 80
Instructions :
1
All questions are compulsory
2
Answer to the two sections should be written in one answer- book
3
Figures to the right indicate full marks
Section – I
1.
2.
3.
Complete the following sentence by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of five]
[Five marks for each question]
Answer the following questions fully
[any two out of Three]
[Ten marks for each question]
Marks
05
15
20
Section – II
4.
5.
6.
Complete the following sentence by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of five]
[Five marks for each question]
Answer the following questions fully
[Any two out of Three]
Ten marks for each question]
Marks
05
15
20
chch-,- ¼Hkkx&2½ ijh{kk
rRRoKku ¼,sfPNd½isij& 3
lkekftd o jktdh; rRroKku
ekpZ & 2010
,dq.k xq.k & 80
lqpuk %&
1½ loZ iz”u vko”;d vkgsr2½ nksUgh foHkkxkaph mRrjs ,dkp mRrjif=dsr fygk3½ mtohdMhy vad iw.kZ xq.k n”kZforkr-
foHkkx ifgyk
1½
2½
3½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sdh ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh rhu] ¼izR;sdh 5 xq.k½
[kkyhy iz”ukaph lfoLrj mRrjs fygk[rhu iSdh nksu] ¼izR;sdh 10 xq.k½
05
15
20
foHkkx nqljk
4½
5½
6½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sdh ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh rhu] ¼izR;sdh 5 xq.k½
[kkyhy iz”ukaph lfoLrj mRrjs fygk[rhu iSdh nksu] ¼izR;sdh 10 xq.k½
05
15
20
B.A. (Part-II) Examination
Logic [Traditional Logic] Paper-I.D.S.
March-2010
Total Marks : 80
Instructions :
1
All questions are compulsory
2
Answer to the two sections should be written in one answer- book
3
Figures to the right indicate full marks
Section – I
1.
2.
2.
3.
3.
Complete the following sentence by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of five]
[Five marks for each question]
OR
a) What inference by opposition of propositions can be
drawn from the following proposition
[Any two out of Three]
[Four marks for each proposition]
b) Test the validity of following inferences.
[Any two out of Three]
[3 1/2 marks for each proposition]
a) Test the validity of following arguments
[Any two out of Three]
[Five marks for each question ]
b) Test the validity of following arguments
[Any two out of Three]
[Five marks for each question ]
OR
Answer the following questions fully.
[Two out of Three]
[Ten marks for each question]
Marks
05
15
08
07
10
10
20
Section – II
4.
5.
6.
Complete the following sentence by choosing
Correct alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of five]
[Five marks for each question]
Answer the following questions fully
[Any two out of Three]
[Ten marks for each question]
Marks
05
15
20
chch-,- ¼Hkkx&2½ ijh{kk
ijh{kk
rdZ”kkL= ¼ikjaikfjd rdZ”kkL=½
isij& vk;vk;-MhMh-,l,lekpZ & 2010
,dq.k xq.k & 80
lqpuk %&
1½
loZ iz”u vko”;d vkgsr2½
nksUgh foHkkxkaph mRrjs ,dkp mRrjif=dsr fygk3½
mtohdMhy vad iw.kZ xq.k n”kZforkrfoHkkx ifgyk
1½
2½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sdh ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh rhu] ¼izR;sdh 5 xq.k½
05
15
fdaok
2½
3½
v½ [kkyhy fo/kkkuko#u dks.krh izfr;ksx vuqekus dk<rk ;srhy
¼rhu iSdh nksu½ ¼izR;sdh 04 xq.k½
c½ [kkyhy vuqekukaph ;qDrrk riklk
[rhu iSdh nksu] ¼izR;sdh 3 1@2 xq.k½
v½ [kkyhy ;qfDroknkaph ;qDrrk riklk
¼rhu iSdh nksu½ ¼izR;sdh 05 xq.k½
c½ [kkyhy ;qfDroknkaph ;qDrrk riklk
¼rhu iSdh nksu½ ¼izR;sdh 05 xq.k½
08
07
10
20
fdaok
3½
[kkyhy iz”ukaph lfoLrj mRrjs fygk¼rhu iSdh nksu½ ¼izR;sdh 10 xq.k½
20
foHkkx nqljk
4½
5½
6½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sdh ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh rhu] ¼izR;sdh 5 xq.k½
[kkyhy iz”ukaph lfoLrj mRrjs fygk[rhu iSdh nksu] ¼izR;sdh 10 xq.k½
05
15
20
B.A. (Part-II) Examination
Logic [Modern Logic ] Paper-I.D.S.
March- 2010
Total Marks : 80
Instructions :
1
All questions are compulsory
2
Answer to the two sections should be written in one answer- book
3
Figures to the right indicate full marks
Section – I
Complete the following sentence by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any two out of Three]
[8 ½ marks for each]
OR
1.
2.
2.
a)
b)
3.
a)
b)
c)
Use truth table method to decide whether the following
statement forms are tautologies, contingent or
contradictory.
[Any three out of Three]
[ 3 marks for each ]
Use truth tree method to prove whether the following
propositional forms are tautologies,
[Any two out of three]
[ 4 marks for each ]
Construct formal proof of the following arguments.
[Any one out of two]
Use Conditional proof to prove the following
arguments.
[Any one out of two]
Use indirect method to prove the following arguments.
[Any one out of two]
Marks
05
17
09
08
06
06
06
Section – II
4.
5.
5.
6.
6.
Complete the following propositions by choosing Correct
alternative
[One mark for each sentence]
Write short answers of the following questions
[Any three out of Three]
[8 ½ marks for each]
OR
a) Using appropriate quantifiers symbolize the following
propositions with the help of notations given in the
brackets.
[Any nine out of ten]
[ One marks for each ]
b) Use the method of conditional proof or indirect proof to
prove the following are tautologies, or interchange the
universal and existential quantifiers in the following
using the rule of quantifier negation.
[Any two out of three]
[ 4 marks for each ]
a) Symbolise the following quantified arguments using
notations given in the brackets and construct formal
proof .
[Any one out of two]
b) Construct formal proof for the following quantified
arguments.
[Any one out of two]
c) Test the validity of the following syllogisms by Venn
Diagram.
[Any two out of three] (Five marks each)
- Write short answers of the following questions.
[Any three out of five ]
(Six marks for each)
Marks
05
17
09
08
04
04
10
18
chch-,- ¼Hkkx&2½ ijh{kk
rdZ”kkL= ¼vk/k
¼vk/kq
vk/kqfud rdZ”kkL=½
isij& vk;vk;-MhMh-,l,lekpZ & 2010
,dq.k xq.k &
80
lqpuk %&
1½ loZ iz”u vko”;d vkgsr2½ nksUgh foHkkxkaph mRrjs ,dkp mRrjif=dsr fygk3½ mtohdMhy vad iw.kZ xq.k n”kZforkrfoHkkx ifgyk
1½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djk[izR;sd fo/kkukl ,d xq.k ]
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[rhu iSdh nksu] ¼izR;sdh 8 1@2 xq.k½
2½
05
17
fdaok
3½
v½
3½
c½
3½
v½
c½
d½
lRR;rk dks’Vd i/nrh oki#u [kkyhy fo/kkuca/k loZr%lR;]
loZr% vlR; dh O;k?kkrh vkgsr rs lkaxk¼pkj iSdh rhu½ ¼izR;sdh 03 xq.k½
lRR;rk o`{k i/nrhpk okij d#u [kkyhy fo/kkuca/k loZr%lR;
vkgsr dh ukghr rs lkaxk[rhu iSdh nksu] ¼izR;sdh 04 xq.k½
[kkyhy ;qfDroknkaph vkdkfjd fl/nrk |k¼nksu iSdh ,d½
[kkyhy ;qfDroknkaph lksikf/kd fl/nrk |k¼ nksu iSdh dks.krkgh ,d ½
[kkyhy ;qfDroknkaph vizR;{k fl/nrk |k¼nksu iSdh ,d½
09
08
06
06
06
foHkkx nqljk
4½
5½
6½
6½
;ksX; i;kZ; fuoMwu [kkyhy fo/kkus iw.kZ djkv½ ;ksX; la[;kidkapk okij d#u vkf.k dalkr fnysY;k
v{kjfpUgkapk okij d#u [kkyhy fo/kkukaps fpUgkadu djk[ngk iSdh uÅ]
c½ lksikf/kd fl/nrk i/nrh fdaok vizR;{k fl/nrk i/nrhpk okij
d#u [kkyhy fo/kkuca/k loZr%lR; vkgsr gs fl/n djk- fdaok
la[;kid fu’ks/kkpk fu;e oki#u [kkyhy loZokph o
vfLrRRokph la[;kidkaph ijLij #ikarjs |k[rhuiSdh dks.krsgh nksu]
v½ Dalkr fnysyh v{kjfpUgs oki#u [kkyhy la[;hd`r ;qfDroknkps
fpUgkadu djk o R;kaph vkdkfjd fl/nrk |k[nksuiSdh dks.krsgh ,d]
c½ [kkyhy la[;hd`r ;qfDroknkph vkdkfjd fl/nrk |k[nksuiSdh dks.krsgh ,d]
d½ Ogsu vkd`rhP;k lgk¸;kus [kkyhy lafo/kkukph ;qDrrk riklk
[rhuiSdh dks.krsgh nksu] ¼izR;sdh 5 xq.k½
fdaok
&
[kkyhy iz”ukaph FkksMD;kr mRrjs fygk[ikp iSdh dks.krsgh rhu] ¼izR;sdh 6 xq.k½
05
09
08
04
04
10
18
chch-,- Hkkx&2
ekul’kkL=
isij o iz’uif=dsps Lo:i
¼80 % 20 iWVuZ uqlkj½
ekpZ&2010
isij ua-& 2
foHkkx& 1
iz-1
iz-2
iz-3
05 ekdZ
15 ekdZ
20 ekdZ
foHkkx& 2
iz-4
iz-5
iz-6
05 ekdZ
15 ekdZ
20 ekdZ
chch-,- Hkkx&2
ekul’kkL=
isij o iz’uif=dsps Lo:i
isij ua-& 3
foHkkx& 1
iz-1
iz-2
iz-3
05 ekdZ
15 ekdZ
20 ekdZ
foHkkx& 2
iz-4
iz-5
iz-6
05 ekdZ
15 ekdZ
20 ekdZ
f”kokth fo|kihB] dksYgkiwj
ch”kkL=½
ch-,- Hkkx&2 ¼vFkZ
¼vFkZ”kkL=½
¼80 % 20 iWVuZ uqlkj½
ekpZ&2010
foHkkx& 1
iz”u& 1yk
oLrqfu’B iz”u
05 ekdZl
iz”u& 2 jk
fVik fygk¼5 iSdh 3 ½
15 ekdZl
iz”u& 3 jk
eksBs iz”u fygk¼3 iSdh 2 ½
20 ekdZl
foHkkx& 2
iz”u& 4 Fkk
oLrqfu’B iz”u
05 ekdZl
iz”u& 5 ok
fVik fygk¼5 iSdh 3 ½
15 ekdZl
iz”u& 6 ok
eksBs iz”u fygk¼3 iSdh 2 ½
20 ekdZl
f”kokth fo|kihB] dksYgkiwj
chch-,- Hkkx&2 ¼jkT;”kkL=½
¼80 % 20 iWVuZ uqlkj½
ekpZ&2010
foHkkx& 1
iz”u& 1yk
oLrqfu’B iz”u
05 ekdZl
iz”u& 2 jk
fVik fygk¼5 iSdh 3 ½
15 ekdZl
iz”u& 3 jk
eksBs iz”u fygk¼3 iSdh 2 ½
20 ekdZl
foHkkx& 2
iz”u& 4 Fkk
oLrqfu’B iz”u
05 ekdZl
iz”u& 5 ok
fVik fygk¼5 iSdh 3 ½
15 ekdZl
iz”u& 6 ok
eksBs iz”u fygk¼3 iSdh 2 ½
20 ekdZl
f”kokth fo|kihB] dksYgkiwj
chch-,- Hkkx&2 ¼lektdk;Z½
¼80 % 20 iWVuZ uqlkj½
ekpZ&2010
foHkkx& 1
iz”u& 1yk
oLrqfu’B iz”u
05 ekdZl
iz”u& 2 jk
fVik fygk¼5 iSdh 3 ½
15 ekdZl
iz”u& 3 jk
eksBs iz”u fygk¼3 iSdh 2 ½
20 ekdZl
foHkkx& 2
iz”u& 4 Fkk
oLrqfu’B iz”u
05 ekdZl
iz”u& 5 ok
fVik fygk¼5 iSdh 3 ½
15 ekdZl
iz”u& 6 ok
eksBs iz”u fygk¼3 iSdh 2 ½
20 ekdZl