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PG-TRB- nghUspay ;-TAMIL MEDIUM
S.NO CONTENT PAGE NO
1.
nghUspay; - UNIT - I
1-55 - Questions Bank With
Answers
1-6
2.
nghUspay; - UNIT – I
SIMPLE NOTES
6-21
3.
nghUspay; - UNIT - I
PRACTICE YOURSELF
Questions Bank
21-22
4.
fy;tp cstpay; ;
22-25
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rupahd tpiliaj; vOjTk; 1. Kjd; Kjypy; nghUspay; cl;gphpTfis gphpj;jtH ahH.
(A) J.B. Nr (B) khH\y; (C) Mlk;];kpj; (D) J.M. fPd;];
2. fPo;fz;l EfHtpd; gq;F my;yhjJ vJ.
(A) cw;gj;jpf;F mbg;gil (B) gfpHTf;F J}z;LNfhs;
(C) nghUshjhu tsHr;rpapd; msTNfhy; (D) KjyPLfs; mjpfhpf;fpd;wd.
3. ‘EfHNthH kd;dH Nghy” ve;j nghUshjhu mikg;gpy;.
(A) fk;A+dprk; (B) Kjyhspj;Jtk; (C) FbauR (D) fyg;G nghUshjuj;jpy;
4. tpUg;gq;fspd; tiffs; .
(A) 2 (B) 4 (C) 3 (D) 5
5. nghUj;Jf. a b c d
(a) vz;zsT gad;ghL - 1. TUn – Tu(n-1) A 1 2 3 4
(b)fpuhk gad;ghL - 2. `pf;]; B 2 3 1 4
(c) ,Wjpepiy gad;ghL - 3. My;gpul; khH\y; C 3 2 1
4 (d) ntspgLj;jg;gLk; tpUg;g Nfhl;ghL - 4. ghy; rhKNty;rd; D 3 2 4 1
6. vz;zsT gad;ghl;by; rhpahdit my;yhjJ vJ.
(A) gad;ghl;il mstpl $baJ (B) ,Wjpepiy gad;ghl;L Ma;T
(C) gad;ghl;il thpirg;gLj;j KbAk; (D) midj;Jk; rhp
7. JzpG (A): FspHfhyj;jpy; fk;gspapd; gad;ghL mjpfk;
fhuzk; (R): fk;gspapd; tpiy mjpfkhf cs;sjhy;
(A) A kw;Wk; R rhp> R vd;gJ A f;F rhpahd tpsf;fk;
(B) A kw;Wk; R rhp> R vd;gJ A f;F rhpahd tpsf;fk; my;y
(C) A rhp R jtW (D) A jtW R jtW
8. $Ljyhf XH myF gz;lj;ij EfHtjhy; fpilg;gJ.
(A) nkhj;j gad;ghL(B) ,Wjpepiyg;gad;ghL(C) ruhrhp gad;ghL(D) $Ljy; gad;ghL
9. nkhj;j gad;ghL 250 myFfs; (cr;rmsT) ,Wjpepiyg; gad;ghL.
(A) 50 (B) 100 (C) 250 (D) 0
10. ,Wjpepiy gad;ghL vjpHkiwahf ,Ue;jhy; nkhj;jgad;ghL.
(A) FiwAk; (B) mjpfhpf;Fk;
(C) Kjypy; Fiwe;J gpd; mjpfhpf;Fk; (D) cr;repiy milAk;
11. EfHNthH NkYk; NkYk; xU gz;lj;ij EfUk; NghJ mg;gz;lj;jpd; ,Wjpepiy
gad;ghL. (A) mjpfhpf;Fk; (B) cr;repiy (C) FiwAk; (D) G+[;[pak;
12. nkhj;j gad;ghL cr;repiyia mile;jgpwF ,Wjpepiy gad;ghL.
(A) vjpHkiw (B) Neh;kiw (C) mjpfhpf;Fk; (D) FiwAk;
13. nkhj;j gad;ghL Nky;Nehf;fp nry;tjw;F fhuzk;.
(A) ,Wjpepiy gad;ghL mjpfhpg;gjhy;
(B) ,Wjpepiy gad;ghL Fiwtjhy;
(C) ,Wjpepiy gad;ghL G+[;[pakhf ,Ug;gjhy;
(D) ,Wjpepiy gad;ghL vjpHkiwahf ,Ug;gjhy;
14. rkmsT ,Wjpepiy gad;ghl;bd; EfHNthhpd; rkepiy.
(A)
(B)
(C) A,B rhp (D) vJTkpy;iy
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15. Nfhrdpd; Kjy; tpjp vd;W miof;fg;gLtJ.
(A) EfHNthH vr;r kjpg;G Nfhl;ghL (B) vz;zsT gad;ghL
(C) fpuhk gad;ghL (D) Fiwe;J nry; gad;ghl;L tpjp
16. JzpG (A): gzj;jpd; kjpg;G Fiwe;J nfhz;Nl nry;Yk; Mdhy;
fhuzk; (R): G+[;[pakhfNth (m) vjpHkiwahfNthnry;yhJ.
(A) A kw;Wk; R rhp> R vd;gJ A f;F rhpahd tpsf;fk;
(B) A kw;Wk; R rhp> R vd;gJ A f;F rhpahd tpsf;fk; my;y
(C) A rhp R jtW (D) A jtW R jtW
17. EfHNthhpd; ,uz;lhk; tpjp vd miof;fg;gLtJ.
(A) Fiwe;J nry; gad;ghl;L tpjp (B) tsHe;J nry; tpisT tpjp
(C) rk ,Wjpepiy gad;ghl;L tpjp (D) khwh tpisT tpjp
18. rk ,Wjpepiy gad;ghL ,t;thW miof;fg;gLfpwJ/ miof;fg;gLfpd;wd.
(1) ,Wjpepiy xg;gPl;L Nfhl;ghL (2) gjpyPl;L tpjp
(3) cr;repiy kd epiwT tpjp (4)nrytpd; rpf;fd tpjp
(A) 1>2 rhp (B) 1>3>4 rhp (C) 1>4rhp (D) midj;Jk; rhp
19. jz;zPH - ituk; Kuz;ghL (Water- Dimond paradox) $wpatH.
(A) My;gpul; khH\y; (B) J.M. fPd;]; (C) Mlk;];kpj; (D) J.R. `pf;];
20. EfHNthH vr;r kjpg;G Nfhl;ghl;il Kjd; Kjypy; $wpatH.
(A) My;gpul; khH\y; (B) Mlk;];kpj; (C) bA+gpl; (D) J.R. `pf;];
21. EfHNthH cghpia EfHNthH thuk; vd Fwpg;gpl;ltH.
(A) bA+gpl; (B) My;gpul; khH\y; (C) J.M. fPd;]; (D) Mlk;];kpj;
22. EfHNthH vr;r kjpg;G.
(A) OPEM
(B) MEF
(C) OPF
(D) PNE
23. ‘EfHNthH vr;r kjpg;ig” rhHe;jJ vJ.
(A) jF tpiy(-) cz;ik tpiy(B) nfhLf;f epidf;Fk; tpiy(-) cz;ik tpiy
(C) cz;ik tpiy (-) jFtpiy (D) A,B rhp
24. nghUj;Jf. a b c d
(a) fpuhk gad;ghL - 1. J.R. `Pf;]; A 1 2 3 4
(b)vz;zsT gad;ghL - 2. thpirg;gLj;j KbAk; B 2 3 1 4
(c) ntspg;gLj;Jk; tpUg;g Nfhl;ghL - 3. msf;f KbAk; C 2 3 4 1
(d) rkNehf;F tisNfhL - 4. rhKNty;rd; D 3 2 4 1
25. vz;zsT gad;ghl;bd; vLNfhs; my;yhjJ.
(A) gFj;jwpT (B) gzj;jpd; ,Wjpepiy gad;ghL epiyahdJ
(C) Fiwe;j nry; ,Wjpepiy gad;ghL (D) nghUspd; gad;ghL ,Ug;ig rhuhjJ
26. EfHNthH rkepiy XY gz;lq;fspy; (`Pf;]; mZFKiw)
(A)
(B)
(C)
(D)
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27. ‘kjpg;Gk; KjYk;” vd;w E}ypd; MrphpaH.
(A) My;gpul; khHry;(B) J.R. `pf;]; (C) Mlk;];kpj; (D) Nltpl; hpfhNlh
28. ,t;tiuglj;jpy; vJ rhpahdit.
(A)
(B)
(C)
(D)
29. rkNehf;F tisNfhL Ftpe;J nry;tjw;F fhuzk;.
(A) ,Wjpepiy gad;ghL (B) ,Wjpepiy gjpyPl;L tPjk;
(C) ,Wjpepiy njhopy;El;g gjpyPl;L tPjk; (D) rk ,Wjpepiy gad;ghL
30. tUkhdk; mjpfhpf;fpd;w NghJ X,Y gz;lq;fs; EfHT Fiwe;jhy;.
(A) X,Y gz;lq;fs; jho;e;j gz;lq;fs; (B) vjpHkiw tUkhd tpisT
(C) A,B rhp (D) NeHkiw tUkhd tpisT
31. ,t;tiuglj;jpy; tUkhdk; mjpfhpj;jhy; (vjpHkiw tUkhd tpisT)
(A) X gz;lk; caHe;j gz;lk;
(B) Y gz;lk; caHe;jgz;lk;
(C) B,D rhp
(D) Y gz;lk; jho;e;j gz;lk;
32. ,ay;ghd gz;lq;fspy; tUkhd EfHtpd; njhlHG.
(A) tUkhdk; mjpfhpf;Fk;> EfHTk; mjpfhpf;Fk;
(B) tUkhdk; FiwAk; EfHT mjpfhpf;Fk;
(C) tUkhdk; FiwAk;> EfHT FiwAk;
(D) tUkhdk; mjpfhpf;Fk; EfHT FiwAk;
33. xU nghUspd; tpiy khWjypdhy;> me;j nghUisthq;Fjypy; Vw;gLfpd;w khw;wj;ij -
--------vd;fpNwhk;.
(A) tUkhd tpisT (B) tpiy tpisT (C) gjpyPl;L tpisT(D) EfHT tpisT
34. ,ay;ghd gz;l tiuglj;jpy; vit jtwhdJ.
(A) OB tUkhd tpisT
(B) AC gjpyPl;L tpisT
(C) CB tUkhd tpisT
(D) AB tpiy tpisT
35. khH\;rypd; EfHNthH rkepiyapy; vJ rhpahdit my;y.
(A)
(B)
(C)
(D) tpiyAk; ,Wjpepiy gad;ghLk; rkk;
36. nghUj;Jf. a b c d
(a) J.R. `Pf;]; - 1. ,Wjpepiy gad;ghL A 1 2 3 4
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(b) khHry; - 2. Gjpa ghl;bypy; gioa kJ B 2 3 1 4
(c) rhKNty;rd; - 3. ,Wjpepiy gjpyPl;L tPjk; C 1 3 4 2
(d) ,uhgHl;rd; - 4. tYthd thpirg;gLj;Jjy; D 3 1 4 2
37. ‘The theory of Games and Economic Behavior” vd;w Eiy vOjpatH/fs;.
(A) epA+kd; (B) khHfd;];ld; (C) epA+Nkd; - khHfd;];ld; (D) ngHNdhyp
38. ntspg;gLj;jg;gLk; tpUg;g Nfhl;ghby; ve;j Gs;spapy; EfHNthH rkepiy milthH.
(A) E
(B) C
(C) F
(D) A
39. etPd gad;ghl;Lf; Nfhl;ghl;il Kjd; Kjypy; $wpatH.
(A) epA+kd; (B) khHfd;];ld; (C) kpy;ld; gpiul;Nkd;(D) Nldpay; ngHNdhyp
40. nrapz;L gPllH];gHf; Kuz;ghL vd;gJ.
(A) ntw;wptha;g;G 70 f;F Nky; ,Ue;Jk; #jhl;lq;fspy; gq;Nfw;gjpy;iy
(B) ntw;wptha;g;G 50 f;F Nky; ,Ue;Jk; #jhl;lq;fspy; gq;Nfw;gjpy;iy
(C) ntw;wptha;g;G 40 f;F Nky; ,Ue;Jk; #jhl;lq;fspy; gq;Nfw;gjpy;iy
(D) ntw;wptha;g;G 80 f;F Nky; ,Ue;Jk; #jhl;lq;fspy; gq;Nfw;gjpy;iy
41. ‘The utility analysis or choice inrotring risks” vd;w E}ypd. MrphpaH.
(A) epA+Nkd; - khHfd;];ld; (B) gpiul;Nkd; - rhNt];
(C) Nldpay; ngHNdhyp (D) khHNfhtpl;];
42. gpiul;Nkd; - rhNt[; mZFKiwapy; ‘,lHtpUk;gpfs;” vd;gtHfs;.
(A) Fiwthd tUkhdk; cilNahH(LIG) (B) eLj;ju tUkhdk; cilNahH(MIG)
(C) caH tUkhdk; cilNahH(HIG) (D) vJTkpy;iy
43. ‘EfHNthhpd; tUthapy; Vw;gLfpd;w khw;wq;fs; mbg;gilapy; mtdJ Njh;Tk;>
,lHfis jhq;Fk; kdg;ghd;ikAk; ,Uf;Fk;” vdf; $wpatH.
(A) ngHNdhyp (B) rhNt[; (C) khHNfhtpl;]; (D) gpiul;Nkd;
44. ,Wjpepiy gad;ghL vg;nghOJk;.
(A) mjpfhpf;Fk;(B) FiwAk;(C)khwhjpUf;Fk; (D) rpy Neuq;fspy; mjpfhpf;Fk;> FiwAk;
45. nkhj;j gad;ghl;L NfhL.
(A) X mr;Rf;F cl;Ftpe;jit (B) X mr;Rf;F Gwq;Ftpe;jit
(C) cl;Ftpe;jit(m) Gwq;Ftpe;jit (D) Y mr;Rf;F cl;Ftpe;jit
46. EfHNthH vr;rk; ,jdhy; mstplg;gLfpwJ.
(A) TU curve (B) MU curve (C) supply curve (D) None of these
47. rkNehf;F tisNfhL tsg;gLj;jpatH.
(A) My;gpul; khHry;(B) ghy; rhKNty;rd; (C) J.R. `Pf;]; (D) irkd; F];el;];
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48. rk ,Wjpepiy gad;ghl;L tpjp.
(A)
(B)
(C)
(D)
49. rkNehf;F tisNfhL tpsf;FtJ.
(A) X,Y gz;lq;fspd; rkkhd msTfspd; gz;lq;fspd; njhFg;G
(B) X,Y gz;lq;fspd; rkkw;w msT gz;lq;fs; njhFg;G
(C) X,Y gz;lq;fspd; rkkhd gz;lj;jpd; cr;r msT kdepiwT
(D) vJTkpy;iy
50. X,Y gz;lq;fspd; epiwT gjpyPl;L tPjk;.
(A) mjpfhpf;Fk; (B) FiwAk;
(C) khwhJ ,Uf;Fk; (D) vJTkpy;iy
51. rkNehf;F tisNfhL L tbtf; Nfhil Fwpg;gJ.
(A) epiwT gjpyPl;L tPjk; (B) epiwT $l;L nghUl;fs;
(C) ve;j NtWghLk; ,y;iy (D) epiwT $l;Lg;nghUs; my;y
52. tuT> nryT NfhL tpsf;FtJ.
(A) X gz;l tpiy Y mstpy; (B) Y gz;l tpiy X mstpy;
(C) EfHNthH tUkhdk; (D) midj;Jk; rhp
53. tiuglk; C tpsf;FtJ.
(A) mjpfhpf;Fk; (B) FiwAk;
(C) khwhJ (D) vJTkpy;iy
54. ,ay;ghd gz;lq;fspy; gjpyPl;L tpfpjk;.
(A) vjpHkiwahdJ (B) NeubahdJ (C) G+[;[pak; (D) midj;Jk; rhp
55. jho;e;j gz;lq;fspy; tUkhd tpisT.
(A) vjpHkiwahdJ (B) NeubahdJ (C) G+[;[pak; (D) midj;Jk; rhp
PG TRB- nghUspay; - UNIT - I
1. Efh;Nthh; nray;ghl;bd; Nfhl;ghLfs; (Theory of consumer behavior)
Efh;T (Consumpion)
tpUg;gk; (Wants)
gad;ghL (Utility)
F.,.ep.g.tpjp (Law of Diminishing marginal utility)
rk msT ,.g.tpjp(Law of equi- marginal utility)
Efh;Nthh; vr;rkjpg;G Nfhl;ghL (Theory of consumer surples)
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vz;zsT gad;ghL(Marshall) (Cardinal)
fpuhk ga;dghL (Ordinal Utility) (Hicks)
ntspg;gLj;jg;gLk; tpUg;gj;Njh;T Kiw (Revealed preference Hypothesis)
`pf;]pd; Njitf; Nfhl;ghL (Hicks revision and Demand theory)
jw;fhy gad;ghL Nfhl;ghL (Model Utility)
Ez;zpapay; nghUshjhuk; nghUshjhuk; xU mwpKfk;:
nghUshjhuj;jpd; je;ij -Mlk;];kpj;
etPd nghUshjhu je;ij -My;gh;l; khh;\y;
Nghpay; nghUshjhu je;ij -J.M.fPd;];
tPLvdg; nghUs;gLk; ‘Ma;Nfh” (Oiko) vd;gJ fpNuf;fr;nrhy;
nekpd; (Nemein) vd;Dk; fpNuf;fr;nrhy; nghUs; - eph;thfk;
,uz;Lk; Nrh;e;J nghUshjhuk; vd;W miof;fg;gLfpwJ.
„Polis‟ vd;w fpNuf;fr;nrhy; - eph;thfk;
„State‟ vd;w fpNuf;fr;nrhy; -muR,uz;Lk; Nrh;e;J muR eph;thfj;ij
murpaynghUshjhuk; vd miof;fpd;Nwhk;.
murpaYld; neUq;fpa njhlh;G nfhz;Ls;sjhy; njhlf;ff; fhyj;jpy; murpay;
nghUshjhuk; vd miof;fg;gl;lJ.
murpay; nghUshjhuj;jpy; nghUshjhuj;ijj; jdpahfg; gphpj;jth; - Mlk;];kpj;
Kf;fpa ,yf;fzk;
nry;t ,yf;fzk; - Mlk;kpj; (Wealth)
nghUs;rhh; ,yf;fzk; - My;gpul; khh;\y; (Welfare)
gw;whf;Fiw ,yf;fzk; - yad; ,uhgpd;rd;(Scarcity)
tsh;r;rp ,yf;fzk; - rhKNty;rd; (Growth)
Definition:
nry;t ,yf;fzk;: Mlk;];kpj; - 1723-1790
ehLfspd; nry;tk; vd;w E}ypy; fp.gp 1776 y; nghUspay; vd;gJ nry;tj;ijg; gw;wpa
xU mwptpay; vd;W $Wfpwhh;.
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E}y;:
An enquiry into nature and causes of „Wealth of Nation‟(ehLfspd; nry;t
,ay;igAk; fhuzq;fisAk; gw;wpa Xh; Ma;T)
nghUspaypy; kdpj tpUg;gq;fis epiwT nra;Ak; midj;Jg; gz;lq;fSk; nry;tk;
vdg;gLk;.
Mdhy; kdpj tpUg;gq;fis epiwT nra;Ak; midj;J gz;lq;fSk; nry;tkhf
fUjg;glkhl;lhJ vd nfhs;sNtz;Lk;.
v.fh: fhw;W>R+hpa xsp- nry;tk; my;y
XusT gw;whf;FiwAk; gzkjpg;Gk; cs;s gz;lq;fs; kl;LNk nry;tkhff;
fUjg;gLfpwJ.
nghUs;rhh; ey ,yf;fzk;: (Welfare definition)
My;gpul; khh;\y; - 1842-1924
1890 y; nghUshjhuf; Nfhl;ghL(Principles of Economics) vd;w E}y;
ntspapl;lhh;.(jdpkdpj eltbf;ifia Muha;tJ nghUs;rhh; ey ,yf;fzk;)
etPd nghUshjhuj;jpd; je;ij
rhjhuz kdpjDila tho;f;ifapd; md;whl eltbf;ifg;gw;wp nghUspay;
Muha;fpd;wJ.
nghUspay; xU gf;fk; nry;tj;ijg; gw;wpAk; kw;nwhU gf;fKk; kdpjidAk; gw;wpAk;
Ma;T nra;Ak; ,ay; MFk;.
gw;whf;Fiw ,yf;fzk;: (Scarity definition)
yad; & uhgpd;rd;:
etPd nghUspay; ,yf;fzk; vd;W miof;fg;gLfpwJ(Nature and significance of
Economic Science)
1932 nghUshjh mwptpaypd; ,ay;Gk; mjd; rpwg;Gk; gw;wpa fl;Liu vd;w E}iy
ntspapl;lhh;.(fpilj;jw;F mhpaNj nghUshjhuk;)
tpUg;gq;fNshL fpilg;gLik cs;s khw;Wtopfspy; gad;glj;jf;f rhjdq;fNshL
njhlh;Gs;s kdpj eltbf;iffisg;gw;wp gapYfpd;w mwptpaNy nghUspay;.
xU rKjhak; jd;dplk; mjpfkhf nfhz;L cs;s gw;whf;Fiwahtsq;fis gy;NtW
gad;ghl;bw;Fg; gfph;e;jspf;fg;gLfpd;wd.
gw;whf;Fiw cs;s tsq;fis rpwe;j Kiwapy; gfph;e;jspg;gjw;fhd
topKiwfisnghUspay; cUthf;fpAs;sJ.
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tsh;r;rp ,yf;fzk; (Growth definition)
rhKNty;rd; (Best)
E}y; :- nghUshjhuk; (Economics)1964
gy;NtW gad;ghLfSila gw;whf;Fiwahd tsq;fis rKjhak; vt;thW
gad;gLj;JfpwJ vd;gijg; gw;wp $Wk; r%f mwptpaNy nghUspay; MFk;.
jdpjh;fSk; rKjhaKk; gw;whf;Fiwahd tsq;fis gad;gLj;jp vt;thW jw;fhy
vjph;fhy Efh;Tf;fhf gz;lq;fisAk; gzpfisAk; cw;gj;jp nra;fpd;wdh; vd;W
$Wfpwhh;.
1930 y; [hd;bk;gh;fd; - mstpay; nghUshjhuk;(Maths & Statics Nrh;e;jJ)1933 uhf;dh;
gphp\; -Micro-Macrovd gphpj;jhH.
nghUspaypd; cl;gphpT:
4-cl;gphpTfs;
1.Efh;T (Consumption)
2.cw;gj;jp (Production)
3.ghpkhw;wk; (Exchange)
4.gfph;T (Distribution)
5.nghJepjp(Public Finance)-,J jw;fhy(J.M fPd;];)
nghUspay; mwpQh;fshy; ,J Nrh;f;fg;gl;Ls;sJ.
1.Efh;T:-kdpj tpUg;gq;fis epiwT nra;tJ Efh;T
tpUg;gq;fs; ,Ug;gjhy; nghUspay; eltbf;iffs; eilngWfpd;wd.
(1969 - Kjy; Nehgy;ghpR nghUshjhuj;jpw;F)
2. cw;gj;jp:-nry;tk; cUthf;Fjy; vdg; nghUs;gLk; gad;ghl;bd;
Mf;fk; vdTk; ,J miof;fg;gLfpwJ.
kdpj tpUg;gq;fis epiwT nra;Ak; gz;lq;fis cw;gj;jp nra;Ak; nghUspay;
eltbf;iffs; midj;Jk; cw;gj;jp MFk;.
cw;gj;jp fhuzpfs; 1. epyk; (thuk;)
2. ciog;G ($yp)
3. %yjdk; (tl;b)
4.njhopy; mikg;G(m)
njhopy;Kay;Nthh;(,yhgk;)
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3. ghpkhw;wk;:- ghpkhw;wj;jpy; xd;iwf; nfhLj;J kw;nwhd;iwg; ngw;Wf;
nfhs;fpwhh;fs;. gz;lq;fs; kw;w
gz;lq;fSf;fhNt gzj;jpw;fhfNt khw;wp nfhs;sg;gLfpd;wd.
ghpkhw;wj;jpdhy; nghUspd; tpiy jPh;khdpf;fg;gLfpd;wJ.
Barter System (gz;l khw;WKiw)
4. gfph;T:- epyk; > ciog;G> %yjdk;> njhopy; KidT Mfpa cw;gj;jp
fhuzpfis gad;gLj;jp cw;gj;jp nra;ag;gLfpwJ.
,r;nry;tkhdJ fhuzpfSf;Fhpa Cjpakhf Cjpak; thuk;(epyk;)> $yp (ciog;G) tl;b
(%yjdk;) ,yhgk;(njhopy; mikg;G) Mfpatw;wpw;F gfph;e;jspf;fg;gLfpwJ. Nkw;fz;l 4
cw;gj;jp fhuzpfSf;Fk; ntt;NtW gzpfis Nkw;nfhs;tjhy; mtw;wpw;F Cjpak;
toq;fg;gLfpwJ.
5. nghJepjp:- murpd; nghUshjhuk; gzpfisg;gw;wp Muha;e;J murpd;
tuT nryT jpl;lq;fisj; jPl;l
cjTfpd;wd. murpay; thptpjpg;G> nghJ nryT> nghJ fld;
Mfpatw;iw Muha;fpd;wd.
Efh;T:- Consumption:-
tpUg;gq;fis epiwT nra;a gzpfisAk; nghUl;fisAk; gad;gLj;Jtij Efh;T
vd;fpNwhk;.
Kjd;Kjypy; nghUspaypd; cl;gphpit cw;gj;jp> gfph;T> ghpth;j;jd (ghpkhw;wk;) vd
J.B Nr (J.B.Say) gphpj;jhh;.
Efh;T Kjd;Kjypy; $wpath;-My;gpul; khh;\y;
Efh;tpd; gq;F:-
1. Efh;T nghUshjhu eltbf;ifapd; njhlf;fkhfTk; Nehf;fkhfTk; mikfpd;wd.
2. cw;gj;jpf;F mbg;gil Efh;T MFk;.
3. gfph;Tf;F J}z;lNfhyhf miktJ Efh;T
4. nghUshjhu tsh;r;rpapd; msTNfhyhf Efh;T cs;sJ.
5. khw;W (Exchange) d; mbg;gilahf Efh;T mike;Js;sJ.
6. ehl;bd; tUthiaAk; njhopiyAk; Efh;T eph;zapf;fpwJ.
7. Kjyhspj;Jt ehLfspy; Efh;Nthh; kd;dh;fs; vd iof;fg;gLfpd;wdh;.
8. Efh;T vd;gJ „gad;gLj;JtJ‟ vd nghUs;gLk;.
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tpUg;gq;fs;:- (Wants)
1. kdpjDila midj;J Mirfs;>Ritfs;> Nehf;fq;fs; nghUspaypy; tpUg;gq;fs;
vd miof;fg;gLfpd;wd.
2. tpUg;gq;fs; vspa cstpay; fhuzq;fshy; Njhd;Wfpd;wd.
3. tpUg;gq;fs; r%f fhuzq;fshy; Njhd;Wk;.
4. gof;ftof;fq;fshy; tpUg;gq;fs; Njhd;Wk;.
5. tpsk;guq;fshy; tpUg;gq;fs; Njhd;Wk;.
tpUg;gq;fspd; ,ay;Gfs;:-
1. tpUg;gq;fs; vz;zw;wit
2. tpUg;gq;fs; epiwNtw;wg;glf;$bait
3. midj;J tpUg;gq;fSk; epiwNtw;w ,ayhJ
4. tpUg;gq;fs; Nghl;bapLgit
5. tpUg;gq;fs; xd;iwnahd;W rhh;e;Js;sJ.
6. tpUg;gq;fs; khw;Wg;nghUs;fshy; epiwT ngWgit.
7. tpUg;gq;fs; Neuj;jhy; ,lj;jhy; kdpjDf;Fj; jFe;jw;Nghy; khwf;$baJ.
8. tpUg;gq;fs; kPsj;Njhd;Wk; ,ay;GilaJ
9. tpUg;gq;fs; tpsk;guq;fspd;%yk; Njhd;wf;$baJ.
10. tpUg;gq;fs; gof;ftof;fq;fshy; khwf;$baJ.
tpUg;gq;fspd; tif:- 3 tif:
1. ,d;wpaikahjg; gz;lq;fs; (Necessary goods)
kdpj tho;f;iff;Fj; Njitahd mbg;gil gz;lq;fs; ,d;wpaikahj gz;lq;fs;
czT> cil> ,Ug;gplk; ,itapd;wp kdpjd; thoKbahJ.
2. trjp gz;lq;fs; (Comport goods)
kfpo;r;rpahd tho;f;iff;Fj; Njitg;gLk; gz;lq;fSk; gzpfSk; trjp
gz;lq;fshFk;.
,it tho;f;fiff;F ,d;wpaikahjitay;y
v.fh-btp> nrhgh>thndhyp.
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3. Mlk;gu nghUl;fs; (Luxury goods) (m) Nghfg;nghUs;fs;
cah;e;j tho;f;ifj; juj;ij fhl;l cjTk; gz;lq;fs; Mlk;gu nghUshFk; ‘fhh;d;
];Bd; ntg;sd; $wpdhh;.
rKjhaj;jpy; fpilf;Fk; cah;e;j kjpg;gpw;F kl;LNk gad;gLj;jg;NghFk;
gz;lq;fs;.v.fh.ituk;
xUtUf;F trjpgz;lq;fshf ,Ug;gJ kw;nwhUtUf;F ,d;wpaikahj
gz;lq;fshfTk;> ,d;ndhUtUf;F Mlk;gu nghUs;fshfTk; mikAk;.
Efh;Nthh; Njitf; Nfhl;ghL:
1. khh;\ypd; Efh;Nthh; Njitf; Nfhl;fhL:-
2. rkNehf;F tisNfhl;L Ma;T:-
1.khh;\ypd; Efh;Nthh; Njitf; Nfhl;ghL:-
Efh;Nthh; eltbf;ifia Muha gad;ghl;bid msf;f KbAk; vd;w fUj;ijf;
nfhz;lJ.
,jw;F ,ay;ngd; gad;ghL (m)vz;zsT gad;ghL(Cardinal Utility) vdTk;
miof;fg;gLk;.
gzj;ij vz;zhy; msf;fKbAnkd;W vd khh;\y; $wpdhh;.
Njitf; Nfhl;ghl;by; gad;ghL mZFKiwia Kjd;Kjypy; GFj;jpath;-My;gpul;
khh;\ry;
,jw;F ,ay;ngd; gad;ghl;L Ma;T (m) khh;\y; gad;ghl;L Ma;T vd;W ngah;.
2. rkNehf;F tisNfhl;L Ma;T:- fpuhk gad;ghL (Ordinal Utility)
,J gad;ghLfis xg;gpLk; fUj;ij nfhz;L gad;gLj;jg;gLfpd;wJ.
,jw;F juthpir msT vd;W ngah;
fpuhk gad;ghl;il mwpKfg;gLj;jpath; J.R.Hicks kw;Wk; R.G.D.Myd;
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gad;ghL:-( Utility)
kdpj tpUg;gj;ij epiwT nra;Ak; gz;lq;fspd; rf;jpNa gad;ghL.
gad;ghL cstpay; fUj;ij mbg;gilahff; nfhz;lJ.
gad;ghL vd;gJ Efh;NthiuAk;> mtuJ NjitiaAk; nghWj;jJ.
nkhj;j gad;ghL: Total Utility:-
xU gz;lj;jpd; vy;yh myFfisAk; Efh;tjhy; fpilf;Fk; $Ljy; nkhj;jg;
gad;ghL nkhj;j gad;ghL MFk;.
,Wjpepiy gad;ghL:- (Marginal Utility)
$Ljyhf xU myF gz;lj;ij Efh;tjhy; nkhj;jg; gad;ghl;by; Vw;gLk; $Ljy;
(m) khw;wNk ,.ep.gad;ghL MFk;.
MUn = TUn - TUn-1
v.fh xUth; 10 thiogoq;fis Efh;tjhy; 10 tJ thiog;goj;jpypUe;J fpilf;Fk;
gad;ghl;by; ,Ue;J 9 tJ thiog;goj;ij fopj;jhy; fpilg;gJ ,Wjp epiy
gad;ghL.
MUn =gz;lj;jpypUe;J fpilf;Fk; ,Wjpepiyg; gad;ghL
TUn= n myFfspd; nkhj;jg; gad;ghL
TUn-1= n-1 ,Wjpepiyg; gad;ghL
(m)
MU=∆TU/∆C ∆ = epfOk; khw;wk;
∆C=Efh;T
TU=nkhj;j gad;ghL
,.ep.g = nkhj;j gad;ghLkhw;wk;/ Efh;ypy; khw;wk;
,Wjp ep.g.tpjpfs; - 2
1. F.nr.,.ep.g.tpjp
2. rk.,.ep.g.tpjp
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nkhj;j gad;ghL ,Wjpepiyg; gad;ghl;bw;Fk; ,ilNa cs;s njhlHG
t.
vz;
,Wjpepiy gad;ghL nkhj;j
gad;ghL
1 FiwAk; mjpfhpf;Fk;
2 G+[;[pak; cr;repiy
3 vjpHkiw(-) FiwAk;
nkhj;j gad;ghL kw;Wk; ,Wjpepiy gad;ghl;il gad;gLj;jp Fiwe;J nry; ,Wjpepiy
gad;ghl;L tpjpia xU gl;bay; tiuglk; nfhz;L tpsf;fyhk;.
EfHNthH NkYk; NkYk; xU gz;lj;ij EfHtjhy; mjpypUe;J fpilf;Fk; $Ljy;
gad;ghL Fiwe;J nfhz;Nl nry;Yk;
xU gz;lj;jpd; EfHT mjpfhpf;Fk; NghJ ,Wjp epiy gad;ghL Fiwe;Jnfhz;Nl
nry;Yk;
,Wjpepiy gad;ghL Fiwe;J nry;Yk; NghJ nkhj;j gad;ghL Fiwthd Ntfj;jpy;
mjpfhpf;Fk;
EfHNthH gl;bay;
Mg;gps;fspd;
vz;zpf;if
nkhj;j gad;ghL ,Wjpepiy
gad;ghL
1 12 -
2 20 8
3 26 6
4 30 4
5 32 2
6 32 0
7 30 -2
tiuglk;
EfHT gl;baypypUe;J nkhj;j gad;ghL mjpfhpj;Jf; nfhz;Nl nry;fpd;wd. Mdhy;
Fiwe;j tPjj;jpy; mjpfhpj;Jr; nry;fpd;wd.
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,Wjpepiy gad;ghL Fiwe;J nfhz;Nl nry;fpwJ. Mdhy; nkhj;j gad;ghL
mjpfhpj;J nfhz;Nl nry;fpd;wd.
nkhj;j gad;ghL cr;repiyapy; ,Ue;jhy; ,Wjpepiy gad;ghL G+[;[pakhf ,Uf;Fk;.
,Wjpepiy gad;ghL vjpHkiwahf (-) Mf ,Ue;;jhy; nkhj;j gad;ghL FiwAk;
nkhj;j gad;ghL Nky;Nehf;fpr; nry;fpwJ mNjrkak; ,Wjpepiy gad;ghL fPo;Nehf;fpr;
nry;fpd;wd.
,jdhy; EfUk; nghUl;fspd; vz;zpf;if mjpfhpf;f mjpfhpf;f ,Wjpepiygad;ghL
Fiwe;J nfhz;Nl nry;Yk;
tisNfhl;il NkYk; tiue;jhy; ,Wjpepiygad;ghL G+[;[pakhfTk;> vjpHkiwahfTk;
nry;Yk; vd;gij mwpayhk;
,JNt Fiwe;J nry; ,Wjpepiy gad;ghl;L tpjp vdg;gLk;
,t;tpjpia Kjd; Kjypy; $wpatH - Nfhrd;.
,jdhy; Nfhrddpd; Kjy; tpjp vd ,J miof;fg;gLfpwJ (m) EfHtpd; Kjy; tpjp
(Nfhrdpd; ,uz;lhk; tpjp - ,Wjpepiy gad;ghl;L tpjp)
,t;tpjpia tsg;gLj;jpa ngUik My;gpul; khH\iyNa rhUk;
Fiwe;J nry; ,Wjpepiygad;ghl;L tpjp khH\ypd; tpsf;fk;
xUthplk; cs;s xU gz;lj;jpd; ,Ug;G $Lfpd;wNghJ xt;nthU $ljy;
myfpypUe;Jk; fpilf;Fk; gad;ghL FiwfpwJ
,t;tpjpapd; vLNfhs;fs;(Assumption). (Fwpg;gpl;l fhy mstpw;F cl;gl;lJ)
Efug;gLk; gz;lj;jpd;> msT Vw;Wf;nfhs;sj; jf;fjhf ,Uf;fNtz;Lk;
Efug;gLk; vy;yh myFfSk; xj;j jd;ikf; nfhz;litahfTk; xNu juk;
cilajhfTk; ,Uf;f Ntz;Lk;
EfHNthhpd; tUkhdk;> Rit czHr;rp khwhky; ,Uf;f Ntz;Lk;.
gz;l j;jpd;> tpiyapy; khWjy; ,y;iy
gjpyPl;Lg; gz;lq;fspd;tpiy khwhky; ,Uf;f Ntz;Lk;
EfHNthH gFj;jwpthsuhf (Rationality) fUjg;gLfpwhH.
gad;ghl;il mstpl KbAk;(2>4>6>8 ---------)
gz;lq;fis EfUk;NghJ fhy ,ilntsp ,d;wp EfuNtz;Lk;
gzj;jpd; ,Wjpepiy gad;ghL khwhky; epiyahf ,Uf;Fk;
EfUk;msT kpf Fiwthf ,Uf;ff; $lhJ
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gzKk; Fiwe;J nry; gad;ghl;L tpjpAk;(Money and law if Diminishing Marginal utility)
gzj;jpw;Fk; ,t;tpjp nghUe;Jk; vd My;gpul; khH\y; $WfpwhH
xU nghUspd; ,Ug;G mjpfhpf;f mjpfhpf;f mjd; ,Wjpepiy gad;ghL FiwtJ
Nghd;W ifapy; ,Uf;Fk; gzj;jpd; ,Ug;G mjpfhpf;f mjpfhpf;f mjd; ,Wjpepiy
gad;ghL Fiwe;J nfhz;Nl nry;Yk;
gzk; mjpfk; ngw ngw gad;ghLk; mjd; kPjhd kjpg;Gk; FiwAk;
xU nghUspd; gad;ghL Fiwtjw;Fk;> gzj;jpd; gad;ghL Fiwtjw;Fk; NtWghL
cz;L
xU nghUspd; ,Ug;G mjpfhpf;f mjpfhpf;f mjd; gad;ghL Fiwe;J nfhz;Nl
nrd;W xU epiyapy; G+[;[pakhFk;. gpd;G vjpHkiwahf nry;Yk; Mdhy; gzj;jpd;
kjpg;G Fiwe;J nfhz;Nl nrd;whYk; mJ G+[;[pakhf khwhJ.
,jw;F fhuzk; gzk; thq;Fk; rf;jpiag; ngw;wpUf;fpwJ. vdNt gzk; Fiwe;Jnry;
,Wjpepiy gad;ghl;L tpjpapd; Ml;rpf;F cl;gl;lJ vdyhk;
tpjp tpyf;Ffs; (Excemption) (rpyNeuk; mjpfkhf Efu Efu mjd;
,Wjpepiy gad;ghL mjpfhpf;Fk;)
gioa ehzaq;fs;> jghy; jiyfs;> rpwe;j E}y;fs; Nghd;w mhpa nghUl;fs; ,Ug;G
mjpfhpf;f mjpfhpf;f ,ij tpUk;GgtHfspd; gad;ghLk; mjpfhpf;Fk;
Nghijg; nghUs;fs;> mUe;JgtHfs; vspjpy; kd epiwT miltjpy;iy.(mrhjhuz
kdpjDf;F ,J nghUe;jhJ)
,t;tpjpapd; gad;fs; (m) Kf;fpaj;Jtk;
,t;tpjpapd; nghUshjhu ,aypy; cs;s Njittpjp EfHNtH vr;r kjpg;G gjpyPl;L
tpjpf;F gad;gLfpwJ
tpiyAk; ,Wjpepiy gad;ghLk; rkkhfpd;w NghJ nghUs; thq;Ftij epWj;jpypl
Ntz;Lk;. tpiy& ,Wjpepiygad;ghL njhlHig $WfpwJ. P = MUM
Epjpaikr;rUf;F thp tpjpf;f Jiz nra;fpwJ.(tsHtPj tpjpf;F ,t;tpjp mbg;gil)
Njitf;NfhL fPo;Nehf;fp nry;tjw;fhd fhuzj;ij tpsf;FfpwJ
,t;tpjp gzf;fhuHfsf;F mjpf thp tpjpf;f MAjkhf epjpaikr;rUf;Fg;
gad;gLfpwJ
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,t;tpjpapd; Jiz nfhz;L xU nghUspd; mspg;G mjpfhpf;f mjpfhpf;f mjd; kjpg;G
Fiwe;J nfhz;Nl nry;Yk; vd;gij mwpayhk;
,t;tpjp nray;gLtjhy;jhd; EfHNthH tUkhdj;ij gfpHe;J nrytpLfpd;wdH
FiwghLfs;
gad;ghl;bid gzj;jhy; msf;fKbAk; vd;gjid Vw;Wf;nfhs;s KbahJ
eilKiw tho;f;ifapy; xNu Neuj;jpy; xd;Wf;F Nkw;gl;l gz;lq;fis EfHNthH
EfHfpd;wdH
xU nghUis njhlHr;rpahf EfuNtz;Lk; ,J eilKiw rhj;jpakpy;iy
gzj;jpd; ,Wjpepiy gad;ghL khwhky; epiyahf ,Uf;Fk; vd;gJ jtwhdJ
eilKiwapy; rhj;jpakpy;iy
gad;ghL kdpjDf;F kdpjd;> khWgLk;
,Wjpepiy gad;ghl;il Jy;ypakhf mstpl KbahJ
EfHNthH gad;ghl;il fUjpNa nghUis EfHfpd;wdH vd;gJ jtW
,Wjpepiy gad;ghLk; > tpiyAk; (MU and Price)
EfHNtH vg;NghJk;jhd; nfhLf;Fk; tpiyAk;> ,Wjpepiy gad;ghLk; rkkhf
,Uf;Fk;gb ftdpj;Jf; nfhs;tH.
jz;zPhpd; ,Wjpepiy gad;ghL xd;Wkpy;yhky; ,Uf;Fkstpw;F jz;zPH kpifahf
fpilg;gjhy; jz;zPUf;F tpiy ,y;iy
jq;fj;jpw;F ,Wjpepiy gad;ghL kpFjpahf ,Ug;gjhy; jq;fj;jpd; tpiy kpFjpahf
cs;sJ
,Wjpepiy gad;ghLk; tpiyAk; ,ize;J nry;fpd;wd.
rk ,Wjpepiy gad;ghl;L tpjp (Law of equi – martinal utility)
Fiwe;J nry; gad;ghl;Ltpjpapd; mbg;gilapy; cUthf;fg;gl;l EfHT tpjp rk
,Wjpepiy gad;ghL tpjp MFk;.
,t;tpjpia Kjd; Kjypy; Nfhrd; (M];jpNuypah) vd;gtH tpsf;fpdhH
,jdhy; EfHtpd; (Nfhrdpd;) ,uz;lhk; tpjp vd ,J miof;fg;gLfpwJ
,t;tpjpia KOikngw nra;j ngUik My;gpul; khH\iyNa rhUk;.
tpsf;fk;(Definition)
xUthplk; gytw;wpw;Fk; gad;gLj;jf;$ba xU nghUs; (gzk;) ,Uf;Fkhdhy; mjid
vy;yh cgNahfq;fspYk; mjd; ,Wjpepiy gad;ghL rkkhf ,Uf;Fk; tifapy;
gfpHe;jspg;gH
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EfHNthhpd; Nehf;fk; nghUSf;Fj; jhk; nrytpLk; gzj;jpypUe;J fpilf;Fk; nkhj;j
gad;ghl;il cr;r mstpy; kdepiwT nfhs;tJ MFk;.
EfHNthH Fiwe;jsT gad;ghl;ilj; jUk; nghUSf;F (x) gjpyhf mjpfsT
gad;ghl;ilj; jUk; nghUl;fisNa (y) thq;FfpwhH.
,jdhy; ,jw;F ‘gjpyPl;L tpjp” vd;W ngaH.
EfHNthH jd; tUkhdj;ij gy;NtW gz;lq;fspYk; nrytpl;L mjpypUe;J fpilf;Fk;
(,Wjpepiy gad;ghL) jpUg;jpahd rk msT gad;ghl;il ngw Kaw;rpg;gH.
,t;tpjpia rkepiy tpisT Nfhl;ghL> ,Wjpepiy xg;gPl;Lf; Nfhl;L gjpyPl;L tpjp>
cr;repiy kdepiwT tpjp> nrytpd; rpf;fd tpjp> Nfh]dpd; ,uz;lhtJ tpjp vdTk;
miof;fg;gLfpwJ
rk ,Wjpepiy gad;ghl;L tpjpapd; vLNfhs;fs;:
EfHNthH gFj;jwpT cs;stuhf ,Ug;gjhy; cr;rkhd kdepiwit mila
tpUk;GfpwhH
xt;nthU nghUspd; gad;ghLk; mstplf;$baJ
gzj;jpd; gad;ghL khwhky; cs;sJ
EfHnthhpd; tUkhdk; khwhJ
gz;lq;fspd; tpiy khwhJ
,t;tpjp Fiwe;J nry; ,Wjpepiy gad;ghl;L tpjpapd; mbg;gilapy;
tiuaWf;fg;gl;lJ
tpjpapd; tpsf;fk;.
jdJ Fwpg;gpl;l tUkhdj;ij xU EfHNthH X,Y gz;lq;fspd; kPJ nrytpl Ntz;Lk;.
EfHNthH gFj;jwpT jpwd; tha;e;jtH
EfHNthhpd; tUkhdk; Fwpg;gpl;l msthf ,Ug;gjhy; X,Y gz;lq;fis thq;fp
xt;nthU gz;lj;jpypUe;Jk; cr;r msT gad;ghL fpilf;Fk;gb nryT nra;fpwhh;.
gzj;jpd; ,Wjpepiy gad;ghL (Law of equ – marginal utility)
gz;lj;jpd; ,Wjpepiy gad;ghL
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gz;lj;jpd; ,Wjpepiy gad;ghL
gz;lj;jpd; tpiy
gz;lj;jpd; tpiy
gz;lk; ,Wjpepiy gad;ghL
X gz;lj;jpd; kPJ nrytplg;gl;l 1 &gha; gzj;jpd; ,Wjpepiy gad;ghl;ilAk;
Ygz;lj;jpd; kPJ nrytplg;gl;l 1 &gha; gzj;jpd; ,Wjpepiy gad;ghl;ilAk;
vLj;Jf;fhl;L
EfHNthH xUtH & 5 ifapUg;ghff; nfhz;L Mg;gps;> MuQ;R Mfpa ,U
nghUl;fis thq;f epidf;fpwhH. vdTk; ,tw;wpd; tpiy gok; xd;Wf;F & 1 vdTk;
itj;Jf;nfhs;Nthk;.
mtH xt;nthU &ghahf xt;nthU nghUspYk; nrytpLk;NghJ ngwg;gLk; gad;ghL
Fiwe;J nry; gad;ghl;L tpjpapd; mbg;gilapy; vt;thW mikAk; vd;gij gpd;tUk;
gl;bay; %yk; msf;fyhk;.
nrytpLk; gzk; Mg;gps; ,Wjpepiy
gad;ghL
MuQ;R ,Wjpepiy
gad;ghL
Kjy; &gha; 20 15
,uz;L &gha; 15 10
%d;W &gha; 10 5
ehd;F &gha; 5 2
Ie;J &gha; 2 1
EfHNthH rkepiyg;ngw jd;Dila &.5 I Mg;gpSf;fhf &.3 k; MuQ;Rf;Fk; &.2 k;
nrytpl Ntz;Lk;. ,JNt mtuJ cr;repiy kdepiwT MFk;
v.fh. Mg;gpspd; nkhj;j gad;ghL 20 + 15 + 10 = 45
MuQ;rpapd; nkhj;j gad;ghL 15 + 10 = 25
nkhj;jk; 70 myFfspy ;cr;repiy kdepiwit ngwyhk;
3tJ &ghia Mg;gps; thq;Ftjw;F gjpyhf MuQ;R thq;f gad;gLj;jpdhy; 15 myF
gad;ghL fpilf;Fk;. Mg;gps; kl;Lk; thq;fpdhy; 10 myFfNs fpilf;Fk;
&.5 nfhz;L Mg;gps; kl;Lk; thq;fpdhy; nkhj;jk; - 20 + 15 + 10 + 5 + 2 = 52 fpilf;Fk;
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&.5 nfhz;L MuQ;Rkl;Lk; thq;fpdhy; 15 + 10 + 5 + 2 + 1 = 33 myF gad;ghL kl;Lk;
fpilf;Fk;
Mg;gpsf;F &.3 k; MuQ;Rf;F &.2 k; nrytspg;gjhy; ,Wjpepiy gad;ghL rkkhFk;.
,uz;bYk; gad;ghL 10 myFfs;
,t;thW EfHNthH jd; tUkhdj;ij gy nghUl;fs; kPJ nrytpLk; NghJ xt;nthU
nghUl;fspd; kPJk; nrytplg;gLk; &ghapd; gad;ghL rkkhf ,Uf;FkhW nrytpl;lhy;
cr;repiy kdepiwT ngwyhk; ,UNt rk ,Wjpepiy gad;ghl;L tpjp
---- BE REMAING PART
1. fp‡g;gd; gz;lq;fspy; tpiy tpisT.
(A) NeubahdJ (B) G+[;[pak; (C) A kw;Wk; B (D) vjpHkiwahdJ
2. EfHNthH Njitf; NfhL ,jd; %yk; ngwyhk;.
(A) tUkhd EfHT NfhL (B) vq;fy;]; NfhL (C) tpiy EfHT NfhL(D) vJTkpy;iy
3. tuT nryT NfhL tpsf;FtJ.
(A) nkhj;j nryT mjpfhpf;Fk; (B) nkhj;j nryT FiwAk;
(C) xNu msthd nkhj;j nryT (D) vJTkpy;iy
4. EfHNthH rkepiyg;Gs;sp vd;gJ.
(A) tuT nryT NfhL> rkNehf;F tisNfhL ntl;Lk; Gs;sp
(B) tuT> nryTNfhL rkNehf;F tisNfhL njhl;L nry;Yk; Gs;sp
(C) A kw;Wk; B
(D) ,uz;L NfhLfSk; ntl;Lk; Gs;spf;F fPo;
5. ,t;tiuglj;jpy; tUkhd EfHT tpistpy; IC Fwpg;gJ.
(A) X gz;lk;> jho;e;j gz;lk;
(B) Y gz;lk;> jho;e;j gz;lk;
(C) X,Y gz;lk;> jho;e;j gz;lk;
(D) X gz;lk;> caHe;j gz;lk;
6. ,t;tiuglj;jpy; tUkhd EfHT tpistpy; IC Fwpg;gJ.
(A) Y gz;lk;> jho;e;j gz;lk;
(B) X gz;lk;> jho;e;j gz;lk;
(C) X jho;e;j gz;lk;> Y caHe;j gz;lk;
(D) X,Y gz;lk;> jho;e;j gz;lk;
7. ntspg;gLj;jg;gLk; tpUg;g Nfhl;ghl;bd; MrphpaH.
(A) [hd; uhgpd;rd; (B) ghy; rhKNty;rd; (C) J.M. fPd;]; (D) J.R. `Pf;];
8. Fiwe;J nry; tpisT tpjp vjw;F nghUj;jkhdJ vd;W My;gpul; khH\y; $WfpwhH.
(A) njhopy; (B) midj;J cw;gj;jp Jiw (C) Ntshz;ik (D) vJTkpy;iy
9. ntspg;gLj;jg;gLk; tpUg;g Nfhl;ghL ,jd; mbg;gilapy; mike;Js;sJ.
(A) vz;zsT gad;ghl;L mstPl;L Kiw (B) fpuhk gad;ghl;L mstPl;L Kiw
(C) mfNehf;F Kiw (D) EfHNthH elj;ij cw;WNehf;fy;
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10. cw;gj;jp rhHg;gpd; njhlHG gzp.
(A) cs;sPLfspd; nryT (B) ,yhgj;jpd; $yp
(C) ntspaPLfspd; nryT (D) cs;sPLk;> ntspaPLk;
11. ehl;bd; tUthAk; njhopiy --------------epHzapf;fpwJ.
(A) cw;gj;jp (B) EfHT (C) ghpkhw;wk; (D) gfpHT
12. ,Wjpepiy gad;ghL rkd;ghL.
(A)
(B)
(C)
(D)
13. nkhj;j gad;ghL fPopypUe;J Nky; Nehf;fp nrd;W gpwF --------------. vJ rhpahdJ.
(1) ,lkpUe;J tykhf nry;Yk; (2) NkypUe;J fPo;Nehf;fp nry;Yk;
(3) ,Wjpepiy gad;ghL G+[;[pakhf khWk; (4) ,Wjpepiy gad;ghL vjpHfzpahf
khWk; (A) 1> 2 rhp (B) 3> 4 rhp (C) 1> 3 rhp; (D) 2> 4 rhp
14. ,Wjp epiyg; gad;ghL fPo;Nehf;fp rhpe;J nry;Ytjw;F fhuzk;.
(A) EfUk; nghUl;fs; Fiwtjhy; (B) EfUk; nghUl;fs; mjpfhpg;gjhy;
(C) EfUk; nghUl;fs; khwhky; ,Ug;gjhy;(D) EfUk; nghUl;fs; mjpfhpj;J
Fiwtjhy;
15. ,Wjpepiy gad;ghL Fiwe;J nfhz;Nl nrd;W ------------ (k) ----------- ,Uf;Fk;.
(A) G+[;[pak; (B) vjpHfzp (C) A kw;Wk; B rhp (D) Neub (k) 0
16. gz;lj;jpd; ,Ug;G $Lfpd;w nghOJ xt;nthU $Ljy; myfpypUe;J fpilf;Fk;
nkhj;j gad;ghL.
(A) mjpfhpf;fpwJ (B) FiwfpwJ (C) khwhJ (D) jPHkhdpf;f KbahJ
17. Fiwe;j nry; gad;ghl;L tpjp jtwhdJ vJ.
(A) tUkhdk; khwhJ (B) EfHNthH gFjpj;jwpthsH
(C) gjpyPl;L nghUs;fspd; tpiy khWk;
(D) gz;;lq;fis fhy ,ilntspapd;wp EfuNtz;Lk;
18. gzj;jpd; ,Ug;G mjpfhpf;f mjpfhpf;f mjd; ,Wjp epiyg; gad;ghL Fiwe;J
nfhz;Nl nrd;W -------------- ,Uf;Fk;.
(A) vjpHfzpahf (B) G+[;[pakhf(C) A kw;Wk; B rhp (D) G+[;[pakhf khwhJ
19. Fiwe;J nry; gad;ghl;L tpjpapd; tpjp tpyf;F.
(A) gioa ehzaq;fs; (B) jghy; jiyfs;(C) jiyrpwe;j E}y;fs; (D) midj;Jk; rhp
20. Fiwe;J nry; gad;ghl;L tpjp epjp mikr;rUf;F ----------- thp tpjpf;f gad;gLfpwJ.
(A) Nja;tPj thp (B) tsH;tPj thp(C) A kw;Wk; B rhp (D) thp tpjpf;f cjttpy;iy
21. gzj;jpd; ,Wjp epiy gad;ghL Fiwe;J nfhz;Nl nrd;W G+[;[pakhfNth (m)
vjpHfzpahfNth khwtjpy;iy fhuzk;.
(A) gzk; thq;Fk; rf;jpia ngw;wpUf;fpwJ (B) gzk; thq;Fk; rf;jpia ngwtpy;iy
(C) gzk; eLepiyahdJ (D) midj;Jk; rhp
22. gzk; khH\y; $w;Wg;gb Fiwe;J nry; gad;ghl;L tpjpf;F cl;gl;lJ vd;gJ.
(A) jtwhdJ (B) rhpahdJ (C) XusTf;F rhpahdJ (D) jPHkhdpf;f KbahJ
23. EfHNthH xU nghUis thq;Fk; NghJ tpiy ------------- rkkhf ,Uf;Fk; gb
ghHj;Jf;nfhs;thH.
(A) MCM (B) MRM (C) ARM (D) MVM
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24. EfHtpd; Kjy; tpjp vd;gJ.
(A) Njit tpjp (B) EfHnthhpd; cghp
(C) Fiwe;J nry; gad;ghl;L tpjp (D) rk msT gad;ghl;L tpjp
25. jtW %yk; cz;ik mwpjy; vd;w mbg;gilapy; tpsf;fg;gLk; tpjp.
(A) Fiwe;J nry; ,Wjpepiy gad;ghl;L tpjp (B) rk msT ,Wjpepiy gad;ghl;L
tpjp (C) A kw;Wk; B rhp (D) Njit tpjp
26. rk ,Wjpepiy gad;ghl;L tpjp xd;Wf;F Nkw;gl;l nghUl;fSf;Fk; .
(A) nghUe;jhJ (B) nghUe;Jk;
(C) jPHkhdpf;f KbahJ (D) ,uz;L nghUl;fSf;F kl;Lk; nghUe;Jk;
27. EfHNthH cghp Kjd; Kjyhf $wpath;.
(A) bA+gpl; (B) khH\y; (C) fPd;]; (D) J.S. kpy;
28. rk msT ,Wjpepiy gad;ghl;L tpjpapy; .
(A) ,oe;j gad;ghL mjpfk; (B) mile;j gad;ghL FiwT
(C) A kw;Wk; B rhp (D) jPHkhdpf;f KbahJ
29. EfHNthH vr;rk; vd;gJ.
(A) jFtpiy (-) cz;ik tpiy
(B) ,Wjpepiy gad;ghL (-) mq;fhb tpiy
(C) nfhLf;f epidf;Fk; tpiy cz;ikapy; nfhLj;j tpiyf;Fk; cs;s NtWghL
(D) midj;Jk; rhp
30. EfHNthH cghp vd;gJ.
(1) mq;fhb tpiy mjpfhpj;jhy; EfHNthH vr;rk; FiwAk;
(2) mq;fhb tpiy Fiwe;jhy; EfHNthH cghp mjpfhpf;Fk;
(3) mq;fhb tpiy Fiwe;jhYk; mjpfhpj;jhYk; EfHNthH vr;rk; khwhJ
(A) 1 kl;Lk; rhpahdJ (B) 2 kl;Lk; rhp (C) 2> 3 rhp (D) 1> 2 rhp
---- BE REMAING PART
fy;tp cstpay; - Educational Psychology
fy;tp cstpaypd; je;ij - ng];lhy[p - Rtpl;rh;yhe;J - ehl;lth;.
Object Centered Education (or) Things Centered Education - nghUs; ikaf; fy;tp
,th; fw;gpj;jy; Kiw - cw;WNehf;fy; Kiw (Observation Method)
Father of Hypnotism – edtpyp = rpf;kz;l; gpuha;L
Father of Modern (etPd) Psychology = rpf;kz;l; gpuha;L
Father of Psycho – Analysis – (cs gFg;Gf; Nfhl;ghL) rpf;kz;L gpuha;L - tpad;dh ehl;ilr;
Nrh;e;jth;
Psychology fpNuf;f nkhop
Personality – Latin
Gastalt – n[h;kdp
Motivation – n[h;kdp
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Psychology – The Science of Soul – Md;khitg; gw;wpa mwptpay;
Psychology is the scientific investigation of behavior
William Mc Dougall – Hormic School of Psychology – `hh;kpf; gs;sp - Md;kPf gs;sp
,ay; G+f;fk; - mf Cf;fp (Self Motivation)
William Mc Dougall → “Psychology is Positive Science” of conduct and behavior
Psychology – Book – Gloeckel f16k; E}w;whz;L
kdtpay; - cstpay; gw;wpa Kjy; E}y; - De Anima
De Anima – Md;khtpd; ,ay;Gfs; - mhp];lhl;by; - fpNuf;f ehl;ilr; Nrh;ejth;
Theory of Structuralism – tbtikg;Gf; Nfhl;ghL - Titchner – nfd;ah
Behaviour –Psychologist – cstpay; elj;ijg; gw;wp
J.B. Watson –America – Father of Behaviour
Skinner –America
Theory Operant Conditioning (nray;gL Mf;f epiy epWj;jk;)
ght;Nyh (u\;ah) Mf;f epiy epWj;jk;
nray;ghl;L Mf;fepiy epWj;jk; (or)(Instrumental Conditioning) (or) Experimental Conditioning –
fUtprhh; Mf;fepiy - Nrhjidrhh; Mf;fepiy
Learning Theories :- fw;wy; Nfhl;ghLfs;
mwpTg;Gy Nfhl;ghL (Field Theory) - Topological Theory – Kurt Lewin Fh;l; yptpd;
J}z;ly; Jyq;fs; (Stimulus and Response) jhh;z;ilf; - mnkhpf;fh
,izg;Gf; Nfhl;ghL (Theory of Connectionism)
Kad;W jtwpf; fw;wy; (Trial and Error)
Maj;j tpjp (Law of Readiness) = FOf; fhuzp - jh;];ld;
gapw;rp tpjp (Law of Exercise) = FOf; fhuzp - jh;];ld;
tpisT tpjp (Law of Effect)
Multi factor theory of intelligence
ght;yh - u\;ah - Mf;fepiy epWj;jk; (Classical conditioning)
];fpd;dh; - mnkhpf;fh - nray;gL Mf;f epiyepWj;jk;
nf];lhy;L vd;gjd; nghUs; - xUq;fpizf;fg;gl;l KOik - Whole – Total
cl;fhl;rptop fw;wy; - Nfhyh; - Insight Learning
mwpTg;Gy Nfhl;ghL - Topological Theory – Kurt – Lewin
mwpT tsh;r;rp Nfhl;ghL - Theory of Cognitive Development – gpahN[ - Father of Cognitive
Development
Kohler – Koik fhl;rp Nfhl;ghL - nfrhy;LTheory
J.B. Watson elj;ijf; Nfhl;ghl;L
Carl Roger – Social Psychologist – r%f cstpapypd; je;ij - fhuy; Nuh[h;
Carl Yung – Analytical Psychologist - gFg;G cstpay; - fhh;y; A+q;
Adler – Individual Psychologist - jdpegh; cstpay; - Ml;yh;
kh];Nyh - u\;ah - Humanistic Psychologist - kdpjNea cstpay;
cstpay; ghpNrhjidf;F tpj;jpl;lth; (Founder of Experimental Psychology) - E.H. Weber
Weber Theory – Gyd; efh;Tfis mstpLk; tpjp
cyfpy; Kjy; cstpay; Ma;tfj;ij epWtath; - tpy;ypak; cz;l
1879 - n[h;kdp> ypg;rp vd;Dkplj;jpy; - 1st Psychological Laboratory
G.T. Beachner (ngf;dh;) kW Ma;T nra;jth; – Re discover of Webers Theory
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G.T Beachner Gwj;J}z;ly;> Gyd; czh;Tf;Fk; ,ilNa cs;s njhlh;ig mstpl;lth;.
Sir Francis Goldan – 1885 – Studied Individual Difference – jdpegh; NtWghl;il mstpl;lth;
Statical Technique - Gs;spapay; mbg;gilapy;
J.M. Cattell Book - kdNrhjidfSk; mstpLjYk; cstpay; Nrhjidfs; %yk; jdpegh;
NtWghLfis mstpLfpwhh;.
Jean pigoe – Rtpl;rh;yhe;J - Father of cognitive psychology – Theory of Cognative Development in
children Development in children (mwpT tsh;r;rpf; Nfhl;ghL)
My;gpul; gpNd - gpuhd;]; - Ez;zwptpd; je;ij - Father of Intelligence -kdtaJ fUj;jpid
cUthf;fpath; - (Mental Age) Kjypy; Ez;zwpT Nrhjid nra;jth;.
I.Q – gw;wp $wpatH; - Stern
I.Q – tpd; je;ij - nlh;kd;
IQ =
5 MA - kdtaJ CA – fhytaJ
WAIS – Wescheler Adult Intelligence Scale (taJ te;NjhUf;fhd Ez;zwpT msTNfhy; -
Wescheler vd;gth; fz;lwpe;jhh;)
PSYCOLOGY – AUTHORS
cstpaypd; je;ij - tpy;ypak; Tz;l;
etPd cstpaypd; je;ij - rpf;kz;l; gpuha;L
fy;tp cstpaypd; je;ij -ng];lhy[p
`hh;kpf; nfhs;ifia ntspapl;lth; - tpy;ypak; kf;Lfy;
,ay;G+f;f nfhs;ifia ntspapl;lth; .- kf;̂ fy;
KOikf;fhl;rp Nfhl;ghL cUthf;fg;gl;l Mz;L -1912
csgFg;G Nfhl;ghl;il cUthf;fpath- gpuha;L
jdpegh; cstpaiy cUthf;fpath; - Ml;yH
gFg;G cstpaiy cUthf;fpath;fs; - A+q;
kdpjNea cstpaiy cUthf;fpath;fs; - fhHy; Nuh[H];> kh];Nyh
mikg;Gepiy Nfhl;ghL - Tz;l;> E.B. bl;rdH
elj;ij nfhs;if Nfhl;ghl;il cUthf;fpath; - thl;rd;
cstpay; ghpNrhjidfSf;F tpj;jpl;lth; - ntgH
cs ,aw;gpay; E}iy ntspapl;lth; - ngl;r;dH
cyfpd; Kjd;Kjypy; cstpay; Ma;tfj;ij Vw;gLj;jpath; - Tz;l; (1879) ypg;rpf; efH
Gs;spay; mbg;gilapy; jdpegh; NtWghLfis mstpl;lth; - fhy;ld;
jdpegh; NtWghLfis mstpl;lth; - fhy;ld;> Nfl;ly;
kUj;Jt cstpay; gw;wp $wpath; - nk];kH
mwpthh;e;j cstpay; Nfhl;ghl;il cUthf;fpath; - gpahN[
Ez;zwpT Nrhjidfis cUthf;fpath; - My;gpul; gPNd
fUtprhh; Mf;f epiyAWj;jk; gw;wp $wpath; - ];fpd;dH
taJ te;NjhUf;fhd Ez;zwpT msTNfhis cUthf;fpath; - ntf;];yH
tpdh thpir Kiwia cUthf;fpath; - gpuhd;rp]; fhy;ld;
fhypf;fhf; FLk;gj;ij Muha;r;rp nra;jth; - fl;lhHL
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mNahth gy;fiyf;fofj;jpy; elj;jg;gl;l Nrhjid - xU fU ,ul;liaH
r%f vjph;g;GfSld; $ba gy;NtW taJfSf;fhd tsh;r;rpapidf; Fwpf;Fk;
elj;ijfSk; nray;fSk; tsh;r;rprhh; nray;fs; vd;W $wpath; - n`tpf];l;
vhpf;rdpd; tsh;r;rp epiyfs; - 8
newprhuh mwpTiu gfh;jy; gw;wp $wpath; - fhHy; Nuh[H];
‘jw;fUj;J” vd;w nrhy;iy Kjd;Kjypy; mwpKfg;gLj;jpath; - nyf;fp
$l;lhspg;gUtk; vd;gJ - gps;isg; gUtk;
Fkug;gUtj;ij rpf;fyhd mikjpaw;w gUtk; vd;W $wpath; - ];lhd;yp `hy;
njhopy; cstpay; tsh;r;rpf;F cjtpah; - ikaH];
Md;khtpd; ,ay;Gfs; vd;w E}iy vOjpath; - mhp];lhby;
‘i]f;fhy[p” vd;w ngaiu Kjd;Kjypy; jd; E}Yf;F mikj;jth; - FNshfy;
‘[Pf;];” FLk;gq;fis Muha;r ;rp nra;jth; - lf;Nly;
mdhij Foe;ijfis ey;y R+oypy; tsh;j;jNghJ mth;fsJ Ez;zwpT <T $baJ
vdf; $wpath; - ypg;ld;
ftdpj;jiy ngU%isapd; nrayhf fUjpath; - n`g;
xU nghUis njspthf mwpa nra;ag;gLk; Kaw;rpNa ftdkhFk; vd;W $wpath; -
kf;̂ fy;
ftd tPr;irg; gw;wp $wpath; - R.B. Nfl;ly;
1809-y; ftdtPr;ir gspq;F fw;fs; %yk; Nrhjid nra;jth; - [hd;rd;
[Pd; gpahN[ ve;j ehl;il Nrh;e;jth; - Rtpl;rHyhe;J
rpe;jpj;jy; vd;gJ ekJ clypy; cs;s Ngr;Rf;fspy; mirT vd;W $wpath; - thl;rd;
rpe;jpj;jy; vd;gJ nkhopAk; rpe;jpj;jYk; jdpahd ,uz;L NtWgl;l mbg;gilapypUe;J
vOfpwJ vd;W fUjpath; - itf;fhl;];fp
rpe;jid vd;gJ ekf;Fs; vOk; Ngr;rhFk; vd;W $wpath; - thl;rd;
Foe;ijfspd; njhlf;f epiyapy; mwpT tsh;r;rp njhlh;gpd;wp epfo;tjhFk; vd;w
fUj;ij $wpath; - gpahN[
cyf nkhopfs; ahtw;Wf;Fk; nghJthf rpy gz;Gfs; cs;sd vd;W $wpath; -
Nrhk;];fp
xt;nthU nkhopf;Fk; mbg;gilahf R+o;epiy mikg;G cz;L vd;W $wpath; -
Nrhk;];fp
nkhopj;jpwd; tsh;r;rpapy; Kad;W jtwpf;fw;wy; eLtplk; ngWfpwJ vd;W$wpath; -
];fpd;dH
Gjph; epiyia ‘fpis topepiy” vd;W $wpath; - [hd;̂ ap
r%f tsh;r;rp vd;gJ r%f njhlh;Gfspd; Kjph;r;rp vd;W $wpath; - n`Hyhf;
kdpj kdntOr;rp ,ay;G+f;fq;fspypUe;J cUthfpd;wd vd;W $wpath; - kf;̂ fy;
kdntOr;rp ntspghL vd;gJ rKjhaj;jpw;F rKjhak; NtWgLfpwJ vd;W$wpath; -
khHf;nul; kPl;
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rpdk;> mr;rk;> md;G ,it %d;Wk; mbg;gil kdntOr;rpahFk; vd;W $wpath; -
thl;rd;
kdntOr;rp Ez;zwpT vd;Dk; fUj;ij jkJ Ma;Tfspd; %yk; gpugyg;gLj;jpath;fs;
- gPNd> thl;rd;
kdntOr;rp vd;gJ Ez;zwptpy; mlq;fpait vd;W $wpath; - gPNd (n`apd;)
Foe;ijfspd; xOf;f tsh;r;rpapy; 3 epiyfis Fwpg;gpl;lth; - Nfhy;gHf;
‘jw;fUj;J” vd;w nrhy; Kjd;Kjypy; ahuhy; mwpKfg;gLj;jg;gl;lJ - nyf;fp.
newprhuh mwpTiu gfh;jy; %yk; ‘jw;fUj;J” gutyhdJ vd;W $wpath; - fhHy;
Nuh[H];
tho;f;ifj; njhopy; xd;iw Njh;e;njLj;jypYk; jw;fUj;J Kf;fpa nry;thf;F
ngw;Ws;sJ vd;W $wpath; - nlhdhy;L
fw;wYf;F Xh; ce;Jjy; mtrpak; vd;W $wpath; - nkf;fdhy;
,ay;ghd elj;ijfSf;Fk; mit khw;wkiltjw;Fk; gpd;dzpahf Cf;fpfs;
mikfpd;wd vd;W $wpath; - Nfl;];
,izg;G Nfhl;ghl;il $wpath; - jhHz;ilf;
Mf;f epiyAWj;jk; gw;wp $wpath; - ght;Nyh
nray;gL Mf;fepiyAWj;jk; gw;wp $wpath; - ];fpd;dH
mwpTGy Nfhl;ghl;il cUthf;fpath; - Nfl;];
Kad;W jtwpf;fw;wy; Nfhl;ghl;il cUthf;fpath; - jhHz;ilf;
vy;yh tifahd fw;wYk; xNu khjphpahdit my;y vd;W $wpath; - jhHz;ilf;
fw;wy; vd;gJ mwpT rhh;e;j nray; vd;W $wpath;fs; - gpahN[> GUzH
Kaiy ghh;j;J gag;gLk; Foe;ijia Fzkhf;Ftjpy; Mf;f epiyAWj;j fw;wy;
Kiwapid gad;gLj;jpath; - NkhpfhtH N[hd;];
Foe;ijfSf;fhd Gyd; mDgtk; rhh;e;j jhNd fw;wy; Kiwia mwpKfg;gLj;jpath; -
khz;br;Nrhhp mk;ikahh;
Kd;Ndhf;fp jilia Nrhjidapd; %yk; tpsf;fpath;fs;- MRngy;> mz;lh;Tl;
gpd;Ndhf;F jil kwj;jy; epajpfis tpsf;fpath;fs; - Ky;yH> gpy;rf;fH
csgFg;G Nfhl;ghl;bd; je;ij - rpf;kz;l; gpuha;L
fw;gthpd; xU nraiy ghuhl;b ghpR je;jhy;> mth; mr;nraiy jpUk;g nra;thh; vd;W
$wpath; - ];fpd;dH
`hh;thl;L gy;fiyf;fofj;jpy; ‘kdj;jpl;gq;fs;” vd;w E}iy ntspapl;lth; - fhHl;dH
gd;Kf Ez;zwpT Nfhl;ghl;il cUthf;fpath; - fhHl;dH
kdntOr;rp Ez;zwpT vd;gJ r%f Ez;zwptpd; cs;mq;fk; vd;W $wpath;fs; -
[hd;NkaH> gPl;lH rNyhNt
Ez;zwpT <T vd;w xw;iw kjpg;gpidf; nfhz;L Ez;zwpit mstpl KbAk; vd;W
$wpath; - My;gpul;l gPNd
,ul;il fhuzp Nfhl;ghl;il $wpath; - ];gpaHNkd;
FOfhuzp nfhs;ifia $wpath; - jH];ld;
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Ez;zwpT tsh;r;rp Nfhl;ghl;il cUthf;fpath; - H.E. Nful;
1966-y; Ez;zwpT fl;likg;G vd;w Nfhl;ghl;il ntspapl;lth; - fpy;gHl;
Ez;zwpit tsUk; kuj;jpw;F xg;gpl;lth;fs; - rphpy;gHl;> ntHzd;
xUtd; ve;j mstpw;F fbdkhd nraiy nra;fpwhNdh> me;j mstpw;F Ez;zwpT
ngw;wpUg;ghd; vd;W $wpath; - rhk;bNghHL
1944-k; Mz;L Ez;zwpT msTNfhiy ntspapl;lth; - ntf;];yH
i]kd; Ez;zwpT msTNfhiy ntspapl;lth; - gPNd
i]kd; Ez;zwpT msTNfhy; ve;j Mz;L ntspaplg;gl;lJ - 1911
Ez;zwpT <T tha;ghL kdtaJ 100
fhy taJ
i]kd; Ez;zwpT msTNfhiy ,q;fpyhe;jpy; nkhopngah;j;J ntspapl;lth; -
rphpy;gHl;
kdj;jpwd; njhFjp Nrhjidia ntspapl;lth; -nlHkd;
Ez;zwpT njhFjp Nrhjidia nra;jth; - Mb];
Ez;zwpT Nrhjid 16 tajpy; KOikailtjhf $wpath;fs; - nkHypd;> nlh;kd;
kdr;NrhjidfSk; mstpLjYk; vd;w E}iy ntspapl;lth; - Nfl;ly;
kdj;jpwd; njhFjp Nrhjidia nra;jth; - nlh;kd;
Muk;gg;gs;sp khzth;fSf;F njhFjp Nrhjidia nra;jth;fs; - gpd;l;dH>
fhdpq;fhk;
njhFjp Nrhjidia nra;jth;fs; - Fy;nkd;> Mz;lh;rd;
Ngg;gh;> ngd;rpy; Nrhjid vd;W miof;fg;gLtJ - nrhw;Nrhjid
nraw;Nrhjidfspd; mLf;if cUthf;fpath; - buht;yH
ghl;bah cUthf;fpa kpf gpugykhd Nrhjid - nraw;Nrhjid
cUt mikg;G njhlh; Nrhjidfis cUthf;fpath; - Nutd;
Ez;zwpT Nrhjidapd; je;ij - My;gpul; gPNd
nghJf;fhuzp> rpwg;Gf;fhuzp vd;w nfhs;ifia $wpath; - ];gpaHNkd;
kpd;dNrhl;lh Nrhjidia cUthf;fpath; - lhud;];
xUtUila Ez;zwpT <it nghJj;jpwdpd; kjpg;gpid nfhz;L mstpl KbAk;
vd;W $wpath; - gPNd
,ul;ilf; fhuzp nfhs;if ntspaplg;gl;l Mz;L - 1904.
7 -16 taJ tiuapyhd Foe;ijfspd; Ez;zwpit mstpl;lth; - ntf;];yH
mthTepiyia tiuaWj;jth; - nlk;Ngh
milT+f;fk; gw;wp $wpath; - Nltpl; nkf;ypNyz;l;
“Achieving Society” vd;w E}iy vOjpath; - Nltpl; nkf;ypNyz;l;
milT Cf;fj;jpid tisak; tPRk; Nrhjid %yk; ep&gpj;jth; - ml;fpd;rd;
milt+f;fk; gw;wp Kjd; Kjypy; fUj;ij ntspapl;lth; - ml;fpd;rd;
MSikahdJ xUtdJ jdpj;jd;ik tha;e;j gz;Gfspd; mikg;G vd;W $wpath; -
fpy;NghHl;
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MSik tiuaiuapy; ahUila nfhs;ifia kpfTk; rpwe;jjhf vLj;Jf;
nfhs;sg;gl;lJ - My;NghHl;
kdpjh;fis rpL%Q;rp> mO%Q;rp> rphpKfj;jhd; vd;W $wpath; - Nfyd;
kdpjh;fis mfKfd;> GwKfd; vd;W $wpath; - A+q;
jd;dyf;fhud;> Gul;rpahsd;> R+jhb Nghd;w MSikia ngw;wth;fs; vd;W $Wgth; -
Mf;];gHd;
gFg;G cstpay; Nfhl;ghl;bid cUthf;fpath; - A+q;
Materials and Questions Bank .
(9600736379) .
REGULAR CLASS AVAILABLE CHENNAI. SALEM.
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