

mPp f'k{kk foHkkx

ea=ky;] egkunh Hkou] uok jk;iqj vVy uxj

uok jk;iqj vVy uxj] fnukad 21 Qjojh 2025

vf/klwpuk

Øekad ,Q 3&24@2023@38&2- & NRrhlx<+ futh fo'ofo|ky; fofu;ked vk;ksx] jk;iqj ds i= Ø-

10510@vkatus; ;w-@ifjfu;e@171@2023@20231] fnukad 20&09&2024 }kjk vkatus; ;wfuoflZVh] xzke&ujngk]

rglhy&eafnj glkSn] ftyk&jk;iqj ¼NRrhlx<+½ ds vuqxkeh v/;kns'k Øekad 58 ,oa 59 dk vuqeksnu NRrhlx<+

futh fo'ofo|ky; ¼LFkkiuk ,oa lapkyu½ vf/kfu;e] 2005 dh /kkjk 29 ¼2½ ds rgr~ fd;k x;k gSA

2@ jkT; 'kklu] ,rn~}kjk] mijksDr v/;kns'k dks jkti= esa vf/klwfpr fd;s tkus dh Lohd`fr iznku djrk gSA

3@

mijksDr v/;kns'k jkti= esa izdk'ku dh frfFk ls izHkko'khy gksaxsA

NRrhlx<+ ds jkT;iky ds uke ls rFkk vkns'kkuqlkj]

izlUuk vkj-] lfpo-

v/;kns'k Øekad&58

cSpyj v‚Q QkesZlh ¼ch-QkekZ½

pkj o"khZ; fMxzh ikBîØe

1- ç;ksT;rk

i.

QkesZlh esa vaMjxzstq,V fMxzh dkslZ ¼la{ksi esa 4 lky dk fMxzh dkslZ½ pkj lky

dh vof/k dk gksxk] vkSj lacaf/kr 'kk[kk esa cSpyj v‚Q QkesZlh ¼ch-QkeZ½ ds

:i esa fMtkbu fd;k tk,xkA

ii.

ikBîØe ds lQy lekiu ds ckn ch-QkeZ dh fMxzh çnku dh tk,xhA

2- ços'k ds fy, ik=rk

i.

çFke o"kZ ch- QkeZ%

mEehnokj dks lacaf/kr jkT;@dsaæ ljdkj ds çkf/kdkfj;ksa }kjk vk;ksftr

10+2 ijh{kk mÙkh.kZ djuh gksxh] ftls ,lksfl,'ku v‚Q bafM;u

;wfuoflZVht ¼,vkbZ;w½ }kjk 10+2 ijh{kk ds led{k ekU;rk çkIr gks] ftlesa

vaxzsth ,d fo"k; vkSj HkkSfrdh] jlk;u foKku] xf.kr ¼ih-lh-,e-½ Hkh 'kkfey

gksA vkSj ;k thofoKku ¼ih-lh-ch-@ih-lh-,e-ch-½ O;fäxr :i ls oSdfYid

fo"k; ds :i esa gksA mijksä ijh{kkvksa esa ls fdlh ds led{k QkesZlh

dkmafly v‚Q bafM;k }kjk vuqeksfnr dksbZ vU; ;ksX;rkA

ii.

ch- QkeZ ysVjy ,aVªh ¼rhljs lsesLVj rd½%

QkesZlh vf/kfu;e dh /kkjk 12 ds rgr QkesZlh dkmafly v‚Q bafM;k }kjk

vuqeksfnr laLFkku ls Mh-QkeZ ikBîØe esa mÙkh.kZ gksA

3- ikBîØe dh vof/k

ch-QkekZ ds fy, v/;;u dk ikBîØe vkB lsesLVj ¼pkj 'kS{kf.kd o"kZ½ vkSj

ik'kZ~o ços'k Nk=ksa ds fy, Ng lsesLVj ¼rhu 'kS{kf.kd o"kZ½ dh vof/k rd

foLrkfjr gksxkA dk;ZØe ds fy, ikBîØe vkSj ikBîp;kZ Hkkjrh; QkesZlh

ifj"kn] ubZ fnYyh }kjk le;&le; ij fu/kkZfjr dh tk,xh

4- funsZ'k vkSj ijh{kkvksa dk ek/;e

f'k{kk vkSj ijh{kk dk ek/;e vaxzsth esa gksxk A

5- çR;sd lsesLVj esa dk;Z fnol

izR;sd lsesLVj esa de ls de 100 dk;Z fnol gksaxsA fo"ke lsesLVj gksaxs

twu@tqykbZ ls uoacj@fnlacj vkSj le lsesLVj gksaxas fnlacj@tuojh ls

ebZ@twu rdA

6- mifLFkfr vkSj çxfr

,d Nk= dks lS)kafard vkSj O;kogkfjd d{kk esa vyx&vyx de ls de 80%

mifLFkfr j[kuk vko';d gSA Nk= dks lacaf/kr ijh{kkvksa esa cSBus ds fy, ik=

gksus ds fy, fu/kkZfjr ikBîØe dks larks"ktud <ax ls iwjk djuk gksxkA

7- dk;ZØe@ikBîØe ØsfMV lajpuk

ØsfMV vk/kkfjr lsesLVj ç.kkyh ds vuqlkj] 'kS{kf.kd dk;Z dh fuf'pr ek=k tSls

fd lS)kafrd d{kk,a] VîwVksfj;y] O;kogkfjd d{kk,a vkfn dks ØsfMV ds :i esa

ekik tkrk gSA ikBîØeksa ds larks"ktud lekiu ij] ,d mEehnokj ØsfMV

vftZr djrk gSA fdlh ikBîØe ls tqM+s ØsfMV dh ek=k ml ikBîØe esa çfr

lIrkg funsZ'k ds ?kaVksa dh la[;k ij fuHkZj djrh gSA blh rjg] fdlh Hkh vU;

'kS{kf.kd] lg@ikBîsrj xfrfof/k;ksa ls tqM+s ØsfMV çfr lIrkg buesa ls çR;sd

xfrfof/k ds fy, visf{kr dk;Z dh ek=k ij fuHkZj djrs gSaA

i.

ØsfMV vlkbuesaV

v- lS)kafard vkSj ç;ksx'kkyk ikBîØe

ikBîØeksa dks eksVs rkSj ij lS)kafard vkSj O;kogkfjd ds :i esa

oxhZ—r fd;k tkrk gSA fl)kar ikBîØe esa O;k[;ku ¼,y½ vkSj@;k

VîwVksfj;y ¼Vh½ ?kaVs 'kkfey gksrs gSa] vkSj O;kogkfjd ¼ih½ ikBîØe esa

ç;ksx'kkyk esa fcrk, x, ?kaVs 'kkfey gksrs gSaA fdlh ikBîØe ds fy,

ØsfMV ¼lh½ ml ikBîØe esa çfr lIrkg funsZ'k ds ?kaVksa dh la[;k ij

fuHkZj djrk gS] vkSj O;k[;ku vkSj VîwVksfj;y ?kaVksa ds fy, ,d ¼1½

ds xq.kd dk mi;ksx djds vkSj O;kogkfjd ¼ç;ksx'kkyk½ ?kaVksa ds fy,

vk/ks ¼1@2½ ds xq.kd dk mi;ksx djds çkIr fd;k tkrk gSA bl

çdkj] mnkgj.k ds fy,] iwjs lsesLVj esa çfr lIrkg rhu O;k[;ku vkSj

,d VîwVksfj;y okyk ,d fl)kar ikBîØe 4 dk ØsfMV nsrk gSA blh

rjg] iwjs lsesLVj esa çfr lIrkg pkj ç;ksx'kkyk ?kaVs okyk ,d

O;kogkfjd ikBîØe 2 dk ØsfMV nsrk gSA

c- vafre U;wure ØsfMV vko';drk,¡

ch-QkekZ- dh fMxzh çnku djus ds fy, vko';d U;wure ØsfMV vad

208 gSaA bu ØsfMV dks vkB lsesLVj dh vof/k esa F;ksjh dkslZ]

VîwVksfj;Yl] çSfDVdy] çSfDVl Ldwy vkSj çkstsDV esa foHkkftr fd;k

x;k gSA ØsfMV lsesLVj&okj forfjr fd, tkrs gSa tSlk fd rkfydk

IX esa fn[kk;k x;k gSA ikBîØe vke rkSj ij vuqØe esa vkxs c<+rs

gSa] n{krkvksa dk fuekZ.k djrs gSa vkSj mudh fLFkfr fo?kkfFkZ;ksa dh vksj

ls fuf'pr 'kS{kf.kd ifjiDork dks bafxr djrh gSA fo?kkfFkZ;ksa ls

ikBîØe esa fn, x, ikBîØeksa dh lsesLVj&okj vuqlwph dk ikyu

djus dh vis{kk dh tkrh gSA ysVjy ,aVªh Nk=ksa dks muds Mh-QkekZ

dk;ZØe ls 52 ØsfMV vad gLrkarfjr fd, tk,axsA ,sls Nk= ^lapkj

dkS'ky* ¼fl)kar vkSj O;kogkfjd½ vkSj ^QkesZlh esa daI;wVj vuqç;ksx*

¼fl)kar vkSj O;kogkfjd½ ds vfrfjä mipkjkRed ikBîØe ysaxs] tks

Øe'k% 3 vkSj 4 ØsfMV vadksa ds cjkcj gSa] dqy 7 ØsfMV vad 59

ØsfMV vad çkIr djus ds fy,] I vkSj II lsesLVj dk vf/kdre A

364 (1)

8- 'kS{kf.kd dk;Z

lacaf/kr ikBîØeksa ds f'k{k.k LVkQ }kjk F;ksjh vkSj çSfDVdy nksuksa esa mifLFkfr

dk fu;fer fjd‚MZ cuk, j[kk tk,xkA

9- v/;;u dk ikBîØe

i.

ch-QkekZ ds fy, ikBîØe esa lsesLVjokj lS)kafard vkSj çSfDVdy 'kkfey

gksaxs tSlk fd rkfydk & I ls VIII esa fn;k x;k gSA fdlh Hkh lsesLVj esa

çR;sd fl)kar] VîwVksfj;y vkSj çSfDVdy dkslZ ds fy, lefiZr ?kaVksa dh

la[;k rkfydk & I ls VIII esa fn[kk, x, ?kaVksa ls de ugha gksxhA

Table-I: Course of study for semester I

Course code

Name of the course

No. of

hours

Tuto

rial

Credit

points

BP101T

Human Anatomy and Physiology I–

Theory

3

1

4

BP102T

Pharmaceutical Analysis I – Theory

3

1

4

BP103T

Pharmaceutics I – Theory

3

1

4

BP104T

Pharmaceutical Inorganic Chemistry –

Theory

3

1

4

BP105T

Communication skills – Theory *

2

-

2

BP106RBT

BP106RMT

Remedial Biology/

Remedial Mathematics – Theory*

2

-

2

BP107P

Human Anatomy and Physiology –

Practical

4

-

2

BP108P

Pharmaceutical Analysis I – Practical

4

-

2

BP109P

Pharmaceutics I – Practical

4

-

2

BP110P

Pharmaceutical Inorganic Chemistry –

Practical

4

-

2

BP111P

Communication skills – Practical*

2

-

1

BP112RBP

Remedial Biology – Practical*

2

-

1

Total 32/34^$/36^#

4

27/29^$/30^#

#Applicable ONLY for the students who have studied Mathematics / Physics /

Chemistry at HSC and appearing for Remedial Biology (RB)course.

$Applicable ONLY for the students who have studied Physics / Chemistry / Botany /

Zoology at HSC and appearing for Remedial Mathematics (RM)course.

* Non University Examination (NUE)

364 (2)

Table-II: Course of study for semester II

Course

Code

Name of the course

No. of

hours

Tutorial ^Credit

points

BP201T

Human Anatomy and Physiology II – Theory

3

1

4

BP202T

Pharmaceutical Organic Chemistry I – Theory

3

1

4

BP203T

Biochemistry – Theory

3

1

4

BP204T

Pathophysiology – Theory

3

1

4

BP205T

Computer Applications in Pharmacy – Theory *

3

-

3

BP206T

Environmental sciences – Theory *

3

-

3

BP207P

Human Anatomy and Physiology II –Practical

4

-

2

BP208P

Pharmaceutical Organic Chemistry I– Practical

4

-

2

BP209P

Biochemistry – Practical

4

-

2

BP210P

Computer Applications in Pharmacy – Practical*

2

-

1

Total

32

4

29

*Non University Examination (NUE)

Table-III: Course of study for semester III

Course

code

Name of the course

No. of

hours

Tutorial ^Credit

points

BP301T

Pharmaceutical Organic Chemistry II – Theory

3

1

4

BP302T

Physical Pharmaceutics I – Theory

3

1

4

BP303T

Pharmaceutical Microbiology – Theory

3

1

4

BP304T

Pharmaceutical Engineering – Theory

3

1

4

BP305P

Pharmaceutical Organic Chemistry II – Practical

4

-

2

BP306P

Physical Pharmaceutics I – Practical

4

-

2

BP307P

Pharmaceutical Microbiology – Practical

4

-

2

BP 308P Pharmaceutical Engineering –Practical

4

-

2

Total

28

4

24

364 (3)

Table-IV: Course of study for semester IV

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP401T

Pharmaceutical Organic Chemistry III– Theory

3

1

4

BP402T

Medicinal Chemistry I – Theory

3

1

4

BP403T

Physical Pharmaceutics II – Theory

3

1

4

BP404T

Pharmacology I – Theory

3

1

4

BP405T

Pharmacognosy and Phytochemistry I– Theory

3

1

4

BP406P

Medicinal Chemistry I – Practical

4

-

2

BP407P

Physical Pharmaceutics II – Practical

4

2

BP408P

Pharmacology I – Practical

4

-

2

BP409P

Pharmacognosy and Phytochemistry I – Practical

4

-

2

Total

31

5

28

Table-V: Course of study for semester V

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP501T

Medicinal Chemistry II – Theory

3

1

4

BP502T

Industrial Pharmacy I– Theory

3

1

4

BP503T

Pharmacology II – Theory

3

1

4

BP504T

Pharmacognosy and Phytochemistry II– Theory

3

1

4

BP505T

Pharmaceutical Jurisprudence – Theory

3

1

4

BP506P

Industrial Pharmacy I – Practical

4

-

2

BP507P

Pharmacology II – Practical

4

-

2

BP508P

Pharmacognosy and Phytochemistry II –

Practical

4

-

2

Total

27

5

26

364 (4)

Table-VI: Course of study for semester VI

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP601T

Medicinal Chemistry III – Theory

3

1

4

BP602T

Pharmacology III – Theory

3

1

4

BP603T

Herbal Drug Technology – Theory

3

1

4

BP604T

Biopharmaceutics and Pharmacokinetics –

Theory

3

1

4

BP605T

Pharmaceutical Biotechnology – Theory

3

1

4

BP606T

Quality Assurance –Theory

3

1

4

BP607P

Medicinal chemistry III – Practical

4

-

2

BP608P

Pharmacology III – Practical

4

-

2

BP609P

Herbal Drug Technology – Practical

4

-

2

Total

30

6

30

Table-VII: Course of study for semester VII

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP701T

Instrumental Methods of Analysis – Theory

3

1

4

BP702T

Industrial PharmacyII – Theory

3

1

4

BP703T

Pharmacy Practice – Theory

3

1

4

BP704T

Novel Drug Delivery System – Theory

3

1

4

BP705P

Instrumental Methods of Analysis – Practical

4

-

2

BP706PS Practice School*

12

-

6

Total

28

5

24

* Non University Examination (NUE)

364 (5)

Table-VIII: Course of study for semester VIII

Course

code

Name of the course

No. of

hours

Tutorial

Credit

points

BP801T

Biostatistics and Research Methodology

3

1

4

BP802T

Social and Preventive Pharmacy

3

1

4

BP803ET

Pharma Marketing Management

3 + 3 =

6

1 + 1 = 2

4 + 4 =

8

BP804ET

Pharmaceutical Regulatory Science

BP805ET

Pharmacovigilance

BP806ET

Quality Control and Standardization of

Herbals

BP807ET

Computer Aided Drug Design

BP808ET

Cell and Molecular Biology

BP809ET

Cosmetic Science

BP810ET

Ex perimental Pharmacology

BP811ET

Advanced Instrumentation Techniques

BP812ET

Dietary Supplements and Nutraceuticals

BP813PW Project Work

12

-

6

Total

24

4

22

Table-IX: Semester wise credits distribution

Semester

Credit Points

I

27/29^$/30^#

II

29

III

26

IV

28

V

26

VI

26

VII

24

VIII

22

Extracurricular/ Co-curricular activities

01*

Total credit points for the program

209/211^$/212^#

* The credit points assigned for extracurricular and or co-curricular activities shall be given by the

Dean of the Faculty of Pharmacy and the same shall be submitted to the Examination Department.

The criteria to acquire this credit point shall be defined by the University from time to time.

$Applicable only for the students studied Physics / Chemistry / Botany / Zoology at HSC and

appearing for Remedial Mathematics course.

#Applicable only for the students studied Mathematics / Physics / Chemistry at HSC and appearing

for Remedial Biology course.

364 (6)

10- dk;ZØe lfefr

i.

ch-QkekZ- dk;ZØe esa lHkh foHkkxk/;{kksa ds ijke'kZ ls laLFkk çeq[k }kjk

xfBr ,d dk;ZØe lfefr gksxhA

ii.

dk;ZØe lfefr dh lajpuk bl çdkj gksx& ,d ofj"B f'k{kd bldk

v/;{k gksxA ch-QkekZ- ikBîØe dks laHkkyus okys çR;sd foHkkx ls ,d

f'k{kd rFkk laLFkk çeq[k }kjk ukfer dk;ZØe ds pkj Nk= çfrfuf/k

¼çR;sd 'kS{kf.kd o"kZ ls ,d½A

iii.

dk;ZØe lfefr ds drZO;&

v- d{kkvksa dh çxfr dh le;&le; ij leh{kk djukA

c- ikBîØe] ikBîØe vkSj d{kkvksa ds lapkyu ls lacaf/kr leL;kvksa ij

ppkZ djukA

l- ikBîØe ds fy, ewY;kadu dh ç—fr vkSj nk;js ij ikBîØe

f'k{kdksa ds lkFk ppkZ djuk vkSj lacaf/kr lsesLVj dh 'kq#vkr esa Nk=ksa

dks bldh ?kks"k.kk djukA

n- 'kS{kf.kd ekeyksa ij laLFkk çeq[k dks viuh flQkfj'k ls voxr

djkukA

bZ- dk;ZØe lfefr ,d lsesLVj esa de ls de rhu ckj cSBd djsxh]

vf/kekur% çR;sd l=&ijh{kk ¼vkarfjd ewY;kadu½ ds var esa vkSj vafre

lsesLVj ijh{kk ls igysA

11- ijh{kk@ewY;kadu

vkarfjd ewY;kadu vkSj vafre lsesLVj ijh{kkvksa dh ;kstuk rkfydk -X esa nh

xbZ gSA

i.

vafre lsesLVj ijh{kk,a

lsesLVj I ls VIII rd çR;sd fl)kar vkSj O;kogkfjd ikBîØe ds fy, vafre

lsesLVj ijh{kk,a fo'ofo|ky; }kjk vk;ksftr dh tk,axh] flok; rkfydk I vkSj

II esa rkjkadu fpà ¼*½ okys fo"k;ksa ds] ftuds fy, ijh{kk,a d‚yst Lrj ij

fo"k; fo'ks"kKksa }kjk vk;ksftr dh tk,axh vkSj vad@xzsM fo'ofo|ky; dks çLrqr

fd, tk,axsA

v/;kns'k vkSj ijh{kk] ewY;kadu uhfr vkSj mPprj lsesLVj esa inksUufr] tSlk fd

Åij crk;k x;k gS] vdknfed ifj"kn dh eatwjh ds v/khu le;&le; ij

iqufoZyksdu vkSj la'kks/ku fd;k tk ldrk gSA

364 (7)

Tables-X : Schemes for internal assessments and end semester examination semester wise

SEMESTER-I

Course

code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continuous

Mode

Sessional Exams

Total

Marks

Duration

Marks

Duration

BP101T

Human Anatomy

and Physiology I–

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP102T

Pharmaceutical

Analysis I –Theory

10

15

1 Hr

25

75

3 Hrs

100

BP103T

Pharmaceutics I –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP104T

Pharmaceutical

Inorganic Chemistry

– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP105T

Communication

skills – Theory *

5

10

1 Hr

15

35

1.5 Hrs

50

BP106RBT

BP106RMT

Remedial Biology/

Mathematics –

Theory*

5

10

1 Hr

15

35

1.5 Hrs

50

BP107P

Human Anatomy

and Physiology –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP108P

Pharmaceutical

Analysis I –Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP109P

Pharmaceutics I –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP110P

Pharmaceutical

Inorganic Chemistry

– Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP111P

Communication

skills –Practical*

5

5

2 Hrs

10

15

2 Hrs

25

BP112RBP

Remedial Biology –

Practical*

5

5

2 Hrs

10

15

2 Hrs

25

Total

70/75^$/80^#

115/125^$/130^#

23/24^$/26^#

Hrs

185/200

$/210#

490/525

$/540#

31.5/33^$/

35^# Hrs

675/725^$/

750#

#Applicable ONLY for the students studied Mathematics / Physics / Chemistry at HSC and

appearing for Remedial Biology (RB)course.

$Applicable ONLY for the students studied Physics / Chemistry / Botany / Zoology at HSC and

appearing for Remedial Mathematics (RM)course.

Non University Examination (NUE)

364 (8)

SEMESTER-II

Course

code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continu

ous

Mode

Sessional Exams

Total

Marks

Duration

Marks

Duration

BP201T

Human Anatomy and

Physiology II – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP202T

Pharmaceutical Organic

Chemistry I – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP203T

Biochemistry – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP204T

Pathophysiology – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP205T

Computer Applications in

Pharmacy – Theory*

10

15

1 Hr

25

50

2 Hrs

75

BP206T

Environmental sciences –

Theory*

10

15

1 Hr

25

50

2 Hrs

75

BP207P

Human Anatomy and

Physiology II –Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP208P

Pharmaceutical Organic

Chemistry I– Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP209P

Biochemistry – Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP210P

Computer Applications in

Pharmacy – Practical*

5

5

2 Hrs

10

15

2 Hrs

25

Total

80

125

20 Hrs

205

520

30 Hrs

725

*The subject experts at University level shall conduct examinations

SEMESTER – III

Course

code

Name of the course

Internal Assessment

End Semester Exams

Total

Marks

Continuous

Sessional Exams

Total

Marks

Duration

Marks

Duration

BP301T

Pharmaceutical Organic

Chemistry II – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP302T

Physical Pharmaceutics I –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP303T

Pharmaceutical

Microbiology –Theory

10

15

1 Hr

25

75

3 Hrs

100

BP304T

Pharmaceutical

Engineering –Theory

10

15

1 Hr

25

75

3 Hrs

100

BP305P

Pharmaceutical Organic

Chemistry II – Practical

5

10

4 Hr

15

35

4 Hrs

50

BP306P

Physical Pharmaceutics I –

Practical

5

10

4 Hr

15

35

4 Hrs

50

BP307P

Pharmaceutical

Microbiology –Practical

5

10

4 Hr

15

35

4 Hrs

50

BP308P

Pharmaceutical

Engineering –Practical

5

10

4 Hr

15

35

4 Hrs

50

Total

60

100

20

160

440

28Hrs

600

364 (9)

SEMESTER- IV

Course

code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continuous

Mode

Sessional Exams

Total

Marks

Duration

Marks

Duration

BP401T

Pharmaceutical Organic

Chemistry III– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP402T

Medicinal Chemistry I

– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP403T

Physical Pharmaceutics

II –Theory

10

15

1 Hr

25

75

3 Hrs

100

BP404T

Pharmacology I –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP405T

Pharmacognosy I –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP406P

Medicinal Chemistry I

– Practical

5

10

4 Hr

15

35

4 Hrs

50

BP407P

Physical Pharmaceutics

II –Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP408P

Pharmacology I –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP409P

Pharmacognosy I –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

Total

70

115

21 Hrs

185

515

31 Hrs

700

SEMESTER – V

Course

code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continuous

Mode

Sessional Exams

Total

Marks

Duration

Marks

Duration

BP501T

Medicinal Chemistry II –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP502T

Industrial PharmacyI–

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP503T

Pharmacology II – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP504T

Pharmacognosy II – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP505T

Pharmaceutical

Jurisprudence –Theory

10

15

1 Hr

25

75

3 Hrs

100

BP506P

Industrial PharmacyI–

Practical

5

10

4 Hr

15

35

4 Hrs

50

BP507P

Pharmacology II – Practical

5

10

4 Hr

15

35

4 Hrs

50

BP508P

Pharmacognosy II –

Practical

5

10

4 Hr

15

35

4 Hrs

50

Total

65

105

17 Hr

170

480

27 Hrs

650

364 (10)

SEMESTER- VI

Course

code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continuous

Sessional Exams

Total

Marks

Duration

Mode

Marks

Duration

BP601T

Medicinal Chemistry III –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP602T

Pharmacology III – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP603T

Herbal Drug Technology –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP604T

Biopharmaceutics and

Pharmacokinetics – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP605T

Pharmaceutical

Biotechnology– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP606T

Quality Assurance– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP607P

Medicinal chemistry III –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP608P

Pharmacology III –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP609P

Herbal Drug Technology –

Practical

5

10

4 Hrs

15

35

4 Hrs

50

Total

75

120

18 Hrs

195

555

30 Hrs

750

SEMESTER-VII

Course code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continuous

Mode

Sessional Exams

Total

Marks

Duration

Marks

Duration

BP701T

Instrumental Methods of

Analysis– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP702T

Industrial Pharmacy –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP703T

Pharmacy Practice –

Theory

10

15

1 Hr

25

75

3 Hrs

100

BP704T

Novel Drug Delivery

System –Theory

10

15

1 Hr

25

75

3 Hrs

100

BP705 P

Instrumental Methods of

Analysis– Practical

5

10

4 Hrs

15

35

4 Hrs

50

BP706 PS

Practice School*

25

-

-

25

125

5 Hrs

150

Total

70

70

8Hrs

140

460

21 Hrs

600

364 (11)

SEMESTER - VIII

Course

code

Name of the course

Internal Assessment

End Semester

Exams

Total

Marks

Continu

ous

Mode

Sessional Exams

Total

Marks

Duratio

n

Marks

Duratio

n

BP801T

Biostatistics and Research

Methodology – Theory

10

15

1 Hr

25

75

3 Hrs

100

BP802T

Social and Preventive

Pharmacy– Theory

10

15

1 Hr

25

75

3 Hrs

100

BP803ET

Pharmaceutical Marketing

–Theory

10 +

10=20

15 + 15

= 30

1 + 1 =2

Hrs

25 + 25

= 50

75 + 75

=150

3 + 3 =

6Hrs

100 +

100=

200

BP804ET

Pharmaceutical Regulatory

Science – Theory

BP805ET

Pharmacovigilance –

Theory

BP806ET

Quality Control and

Standardization of Herbals

–Theory

BP807ET

Computer Aided Drug

Design –Theory

BP808ET

Cell and Molecular

Biology –Theory

BP809ET

Cosmetic Science –

Theory

BP810ET

Experimental

Pharmacology –Theory

BP811ET

Advanced Instrumentation

Techniques – Theory

BP812P

W

Project Work

-

-

-

-

150

4 Hrs

150

vkarfjd ewY;kadu% lrr eksM

vkarfjd ewY;kadu ds lrr eksM ds fy, vkoafVr vad uhps nh xbZ ;kstuk ds

vuqlkj fn, tk,axsA

Table-XI: Scheme for awarding internal assessment: Continuous mode

Theory

Criteria

Maximum

Marks

Attendance (Refer Table – XII)

4

2

Academic activities (Average of any 3 activities e.g. quiz, assignment,

open book test, field work, group discussion and seminar)

3

1.5

Student – Teacher interaction

3

1.5

Total

10

5

Practical

Attendance (Refer Table – XII)

2

Based on Practical Records, Regular viva voce, etc.

3

Total

5

364 (12)

Table- XII: Guidelines for the allotment of marks for attendance

Percentage of Attendance

Theory

Practical

95 – 100

4

2

90 – 94

3

1.5

85 – 89

2

1

80 – 84

1

0.5

Less than 80

0

0

l- l=h; ijh{kk,¡

d‚yst }kjk fu/kkZfjr dk;ZØe ds vuqlkj çR;sd fl)kar @ O;kogkfjd ikBîØe

ds fy, nks l=h; ijh{kk,¡ vk;ksftr dh tk,¡xhA fl)kar vkSj O;kogkfjd l=h;

ijh{kkvksa ds fy, ç'u i= dh ;kstuk uhps nh xbZ gSA nks l=h; ijh{kkvksa ds

vkSlr vadksa dh x.kuk rkfydk & X esa nh xbZ vko';drkvksa ds vuqlkj

vkarfjd ewY;kadu ds fy, dh tk,xhA l=h; ijh{kk fl)kar ds fy, 30 vadksa ds

fy, vk;ksftr dh tk,xh vkSj 15 vadksa ds fy, x.kuk dh tk,xhA blh rjg

O;kogkfjd ds fy, l=h; ijh{kk 40 vadksa ds fy, vk;ksftr dh tk,xh vkSj 10

vadksa ds fy, x.kuk dh tk,xhA

Question paper pattern for theory Sessional examinations

I. Multiple Choice Questions (MCQs) OR

=

10 x 1 = 10

OR

Objective Type Questions (5 x 2)

=

05 x 2 = 10

(Answer all the questions)

I. Long Answers (Answer 1 out of 2)

=

1 x 10 = 10

II. Short Answers (Answer 2 out of 3)

=

2 x 5 = 10

Total

=

30 marks

For subjects having Non University Examination

I. Long Answers (Answer 1 out of 2)

=

1 x 10 = 10

II. Short Answers (Answer 4 out of 6)

=

4 x 5

= 20

Total

=

30 marks

------------------

Question paper pattern for practical sessional examinations

I. Synopsis

=

10

II. Experiments

=

25

III. Viva voce

=

05

Total

=

40 marks

------------------

12- inksUufr vkSj xzsM çnku djuk

;fn dksbZ Nk= vkarfjd ewY;kadu lfgr ml fo'ks"k ikBîØe esa de ls de

50% vad çkIr djrk gS] rks mls ch-QkekZ- dk;ZØe ds ikBîØe esa mÙkh.kZ

?kksf"kr fd;k tk,xk vkSj xzsM çkIr djus ds fy, ik= ekuk tk,xkA mnkgj.k ds

fy,] mÙkh.kZ ?kksf"kr fd, tkus vkSj xzsM çkIr djus ds fy,] Nk= dks fujarj

ewY;kadu vkSj vafre lsesLVj fl)kar ijh{kk lfgr dqy 100 esa ls U;wure 50

364 (13)

vad çkIr djus gksaxs vkSj vkarfjd ewY;kadu vkSj vafre lsesLVj O;kogkfjd

ijh{kk lfgr dqy 50 esa ls U;wure 25 vad çkIr djus gksaxsA

13- vadksa dks vkxs c<+kuk

;fn dksbZ Nk= 12oha esa fufnZ"V fdlh Hkh F;ksjh ;k çSfDVdy dkslZ esa U;wure

50% vad çkIr djus esa foQy jgrk gS] rks mls ml dkslZ dh vafre lsesLVj

ijh{kk ds fy, fQj ls mifLFkr gksuk gksxkA gkyk¡fd] vkarfjd ewY;kadu ds

mlds vad vkxs c<+k fn, tk,¡xs vkSj og mÙkh.kZ gksus ij çkIr xzsM ds fy, ik=

gksxkA

14- vkarfjd ewY;kadu esa lq/kkj

Nk= dks vkarfjd ewY;kadu ds l=h; ijh{kk ?kVd esa dsoy ,d ckj vius

çn'kZu esa lq/kkj djus dk volj feysxkA l=h; ijh{kk dk iqu% lapkyu vxys

vafre lsesLVj dh lS)kafrd ijh{kk 'kq: gksus ls igys iwjk fd;k tk,xkA

15- vafre lsesLVj dh ijh{kkvksa dh iqu% ijh{kk

vafre lsesLVj dh ijh{kkvksa dh iqu% ijh{kk rkfydk XIII esa fn, x, dk;ZØe ds

vuqlkj vk;ksftr dh tk,xhA ijh{kkvksa dh lVhd frfFk;k¡ le;&le; ij

vf/klwfpr dh tk,axhA

Table-XIII: Tentative schedule of end semester examinations

Semester

For Regular Candidates

For Failed Candidates

I, III, V and VII

November / December

May / June

II, IV, VI and VIII

May / June

November / December

Question paper pattern for end semester theory

examinations For 75 marks paper

For 50 marks paper

I. Long Answers (Answer 2 out of 3)

II. Short Answers (Answer 6 out of 8)

=

=

2 x 10 = 20

6 x 5 = 30

Total =

50 marks

------------------

I. Multiple Choice Questions (MCQs)

OR

=

20 x 1

= 20

OR

Objective Type Questions (10 x 2)

=

10 x 2 = 20

(Answer all the questions)

II. Long Answers (Answer 2 out of 3)

=

2 x 10 = 20

III. Short Answers (Answer 7 out of 9)

=

7 x 5 = 35

Total =

75 marks

------------------

364 (14)

For 35 marks paper

I. Long Answers (Answer 1 out of 2)

=

1 x 10 =10

II. Short Answers (Answer 5 out of 7)

=

5 x 5 = 25

Total =

35 marks

------------------

Question paper pattern for end semester practical examinations

I. Synopsis

=

5

II. Experiments

=

25

III. Viva voce

=

5

Total =

35 marks

-----------

16- 'kS{kf.kd çxfr

fdlh Hkh Nk= dks rc rd fdlh ijh{kk esa ços'k ugha fn;k tk,xk tc rd fd

og 6 esa fn, x, ekunaMksa dks iwjk ugha djrk gSA 'kS{kf.kd çxfr fu;e bl

çdkj ykxw gksrs gSa%

i.

,d Nk= I, II vkSj III lsesLVj ds lHkh ikBîØeksa dks IV lsesLVj ds

ijh{kkvksa rd vkxs c<+kus ds fy, ik= gksxkA gkyk¡fd] og V lsesLVj ds

ikBîØeksa esa rc rd mifLFkr gksus ds fy, ik= ugha gksxk tc rd fd I

vkSj II lsesLVj ds lHkh ikBîØe lQyrkiwoZd iwjs ugha gks tkrsA

ii.

,d Nk= III, IV vkSj V lsesLVj ds lHkh ikBîØeksa dks VI lsesLVj

ijh{kkvksa rd vkxs c<+kus ds fy, ik= gksxkA gkyk¡fd] og VII lsesLVj

ds ikBîØeksa esa rc rd mifLFkr gksus ds fy, ik= ugha gksxk tc rd

fd I, II, III vkSj IV lsesLVj ds lHkh ikBîØe lQyrkiwoZd iwjs ugha

gks tkrsA

iii.

,d Nk= V, VI vkSj VII lsesLVj ds lHkh ikBîØeksa dks VIII lsesLVj

ijh{kkvksa rd vkxs c<+kus ds fy, ik= gksxkA gkyk¡fd] og I, II, III, IV,

V vkSj VI lsesLVj ds lHkh ikBîØeksa dks lQyrkiwoZd iwjk gksus rd

ikBîØe iw.kZrk çek.k i= çkIr djus ds fy, ik= ugha gksxkA

iv.

,d Nk= 26 esa fufnZ"V ekunaMksa ds vuqlkj fu/kkZfjr le; vof/k ds Hkhrj

I ls VIII lsesLVj ds ikBîØeksa dks lQyrkiwoZd iwjk djus ij viuk

lhthih, çkIr djus ds fy, ik= gksxkA ,d ik'kZ~o ços'k Nk= VI

lsesLVj ijh{kkvksa rd III, IV vkSj V lsesLVj ds lHkh ikBîØeksa dks

vkxs c<+kus ds fy, ik= gksxkA gkykafd] og VII lsesLVj ds ikBîØeksa esa

rc rd mifLFkr gksus ds fy, ik= ugha gksxk tc rd fd III vkSj IV

lsesLVj ds lHkh ikBîØe lQyrkiwoZd iwjs ugha gks tkrsA ,d ik'kZ~o

ços'k Nk= VIII lsesLVj ijh{kkvksa rd V, VI vkSj VII lsesLVj ds lHkh

364 (15)

ikBîØeksa dks vkxs c<+kus ds fy, ik= gksxkA gkykafd] og III, IV, V

vkSj VI lsesLVj ds lHkh ikBîØeksa dks lQyrkiwoZd iwjk gksus rd

ikBîØe iw.kZrk çek.k i= çkIr djus ds fy, ik= ugha gksxkA ysVjy

,aVªh okys Nk= dks 26 esa fufnZ"V ekunaMksa ds vuqlkj fu/kkZfjr le; vof/k

ds Hkhrj III ls VIII lsesLVj ds ikBîØeksa dks lQyrkiwoZd iwjk djus

ij viuk CGPI çkIr djus dk ik= gksuk pkfg,A dksbZ Hkh Nk= ftlus

I / III lsesLVj ds ikBîØeksa dks lQyrkiwoZd iwjk djus ds fy, 4 ls

vf/kd ekSds fn, gSa vkSj II / IV lsesLVj ds ikBîØeksa dks lQyrkiwoZd

iwjk djus ds fy, 3 ls vf/kd ekSds fn, gSa] mUgsa dsoy vxys 'kS{kf.kd

o"kZ ds nkSjku V / VII lsesLVj d{kkvksa esa Hkkx ysus dh vuqefr nh

tk,xhA ljy 'kCnksa esa fdlh Hkh lsesLVj ds fy, dksbZ ODD cSp ugha

gksxkA

uksV% xzsM AB dks Qsy ekuk tkuk pkfg, vkSj 'kS{kf.kd çxfr r; djus ds fy,

,d gsM ds :i esa ekuk tkuk pkfg,A ,sls fu;e mu Nk=ksa ds fy, Hkh ykxw

gksrs gSa tks fdlh Hkh lsesLVj esa fdlh Hkh dkslZ dh ijh{kk ds fy, iathdj.k

djus esa foQy jgrs gSaA

17- çn'kZu dk xzsfMax

i.

v{kj xzsM vkSj xzsM i‚baV vkoaVu%

çn'kZu ds vk/kkj ij] çR;sd Nk= dks çR;sd ikBîØe ds fy, lsesLVj ds var esa

vafre v{kj xzsM fn;k tk,xkA v{kj xzsM vkSj muds lacaf/kr xzsM i‚baV rkfydk

& XII esa fn, x, gSaA

Table – XII: Letter grades and grade points equivalent

to Percentage of marks and performances

Percentage of

Marks Obtained

Letter Grade

Grade Point

Performance

90.00 – 100

O

10

Outstanding

80.00 – 89.99

A

9

Excellent

70.00 – 79.99

B

8

Good

60.00 – 69.99

C

7

Fair

50.00 – 59.99

D

6

Average

Less than 50

F

0

Fail

Absent

AB

0

Fail

tks fo|kFkhZ fdlh vafre lsesLVj ijh{kk esa vuqifLFkr jgrk gS] mls AB xzsM

fn;k tk,xk rFkk mlds vuq:i 'kwU; xzsM i‚baV fn;k tk,xkA mls fu;r le;

ij mä ewY;kadu@ijh{kk ds fy, iqu% mifLFkr gksuk pkfg,A

364 (16)

18. lsesLVj xzsM i‚baV vkSlr (SGPA)

,d lsesLVj esa Nk= ds çn'kZu dks ^lsesLVj xzsM i‚baV vkSlr* ¼SGPA½ uked

la[;k }kjk n'kkZ;k tkrk gSA SGPA lsesLVj ds nkSjku Nk= }kjk lHkh ikBîØeksa

esa çkIr xzsM i‚baV dk Hkkfjr vkSlr gSA mnkgj.k ds fy,] ;fn dksbZ Nk= ,d

lsesLVj esa ØsfMV C1, C2, C3, C4 vkSj C5 ds lkFk ik¡p ikBîØe

¼fl)kar@çSfDVdy½ ysrk gS vkSj bu ikBîØeksa esa Nk= ds xzsM i‚baV Øe'k% G1]

G2] G3] G4 vkSj G5 gSa] rks Nk= dk SGPA cjkcj gS:

SGPA =

C1G1 + C2G2 + C3G3 + C4G4+ C5G5

C1 + C2 + C3 + C4+ C5

,lthih, dh x.kuk nks n'keyo vadksa rd dh tkrh gSA ;g /;ku fn;k tkuk

pkfg, fd fdlh Hkh lsesLVj ds fy, ,lthih, ml lsesLVj esa fn, x, ,Q vkSj

,ch,l xzsM dks /;ku esa j[ksxkA mnkgj.k ds fy,] ;fn fdlh f'k{kkFkhZ ds ikl

dkslZ 4 esa ,Q ;k ,ch,l xzsM gS] rks ,lthih, dh x.kuk dh tk,xhA

19. lap;h xzsM IokbaV vkSlr ¼CGPA½

CGPA dh x.kuk lHkh VIII lsesLVj ds SGPA ds lkFk nks n'keyo vadksa

rd dh tkrh gS vkSj bls vafre xzsM fjiksVZ dkMZ@vafre VªkalfØIV esa n'kkZ;k

tkrk gS] ftlesa lHkh VIII lsesLVj vkSj muds ikBîØeksa ds xzsM fn[kk, tkrs gSaA

CGPA, F xzsM ds ekeys esa] rc rd Qsy dh fLFkfr dks n'kkZ,xk tc rd fd

dkslZ ikl u gks tk,A tc dkslZ ckn dh ijh{kk esa ikl xzsM çkIr djds ikl gks

tkrk gS] rks CGPA dsoy u, xzsM dks n'kkZ,xk] u fd igys vftZr Qsy xzsM

dksA CGPA dh x.kuk bl çdkj dh tkrh gS%

tgk¡ C1, C2, C3.…- lsesLVj I,II,III,… ds fy, dqy ØsfMV dh la[;k gS vkSj

S1,S2, S3,… lsesLVj I,II,III,…- dk SGPA gSA

20- Js.kh dh ?kks"k.kk

fuEukuqlkj Js.kh dks CGPA ds vk/kkj ij çnku fd;k tk,xk%

fof'k"Vrk ds lkFk çFke Js.kh ¾ 7-50 vkSj mlls vf/kd CGPA

çFke Js.kh ¾ 6-00 ls 7-49 CGPA

f}rh; Js.kh ¾ 5-00 ls 5-99 CGPA

364 (17)

21- çkstsDV dk;Z

lHkh Nk=ksa dks ,d f'k{kd dh ns[kjs[k esa ,d çkstsDV ij dke djuk gksxk vkSj

,d fjiksVZ çLrqr djuh gksxhA çkstsDV dk {ks= lh/ks rkSj ij lsesLVj VIII esa

Nk= }kjk pqus x, fdlh ,d oSdfYid fo"k; ls lacaf/kr gksxkA çkstsDV dks 5 ls

vf/kd yksxksa ds lewg esa ugha fd;k tk,xkA çkstsDV fjiksVZ rhu çfr;ksa esa ¼Vkbi

dh xbZ vkSj ftYncan çfr 25 i`"Bksa ls de ugha½ çLrqr dh tk,xhA

fo'ofo|ky; }kjk fu;qä vkarfjd vkSj ckgjh ijh{kd vU; lsesLVj dh çk;ksfxd

ijh{kkvksa ds le; çkstsDV dk ewY;kadu djsaxsA Nk=ksa dk ewY;kadu pkj ?kaVs ds

fy, lewgksa esa fd;k tk,xk ¼;kuh] ikap Nk=ksa ds lewg ds fy, yxHkx vk/kk

?kaVk½A ifj;kstukvksa dk ewY;kadu uhps fn, x, ekunaMksa ds vuqlkj fd;k

tk,xkA

Evaluation of Dissertation Book:

Objective(s) of the work done

15 Marks

Methodology adopted

20 Marks

Results and Discussions

20 Marks

Conclusions and Outcomes

20 Marks

Total

75 Marks

Evaluation of Presentation:

Presentation of work

25 Marks

Communication skills

20 Marks

Question and answer skills

30 Marks

Total

75 Marks

Li"Vhdj.k% 'kks/k çca/k iqLrd ds fy, fu/kkZfjr 75 vad ,d lewg ds lHkh Nk=ksa

ds fy, leku gksaxsA gkyk¡fd] çLrqfr ds fy, fu/kkZfjr 75 vad fn, x, ekunaMksa

esa O;fäxr Nk=ksa ds çn'kZu ds vk/kkj ij fn, tk,¡xsA

22- vkS|ksfxd çf'k{k.k ¼okaNuh;½%

çR;sd vH;FkhZ dks QkekZL;qfVdy m|ksx@vLirky esa pkj lIrkg esa de ls de

150 ?kaVs dke djuk gksxkA blesa mRiknu bdkbZ] xq.koÙkk fu;a=.k foHkkx]

xq.koÙkk vk'oklu foHkkx] fo'ys"k.kkRed ç;ksx'kkyk] jklk;fud fofuekZ.k bdkbZ]

QkekZL;qfVdy vuqla/kku ,oa fodkl] vLirky ¼Dyhfudy QkesZlh½] fDyfudy

vuqla/kku laxBu] lkeqnkf;d QkesZlh vkfn 'kkfey gSaA lsesLVj&VI ds ckn vkSj

lsesLVj&VII ds 'kq: gksus ls igys] vkSj ,sls dk;Z dh larks"ktud fjiksVZ vkSj

çf'k{k.k laxBu ds çkf/kdkjh }kjk gLrk{kfjr çek.k i= laLFkku ds çeq[k dks

çLrqr djuk gksxkA

23- çSfDVl Ldwy

lkrosa lsesLVj esa] çR;sd vH;FkhZ dks iwjs lsesLVj esa leku :i ls forfjr 150

?kaVs dh vof/k ds fy, çSfDVl Ldwy esa Hkkx ysuk gksxkA Nk= le;&le; ij

364 (18)

dk;ZØe lfefr }kjk ?kksf"kr çSfDVl Ldwy ds fy, fdlh ,d Mksesu dk p;u

djsxkA çSfDVl Ldwy ds var esa] çR;sd Nk= vius }kjk Hkkx fy, x, çSfDVl

Ldwy ij ,d eqfær fjiksVZ ¼rhu çfr;ksa esa½ çLrqr djsxk ¼25 i`"Bksa ls vf/kd

ugha½A lsesLVj VII dh ijh{kkvksa ds lkFk&lkFk] Nk= }kjk çLrqr fjiksVZ] çSfDVl

Ldwy ds ek/;e ls Nk= }kjk vftZr Kku vkSj dkS'ky dk d‚yst Lrj ij fo"k;

fo'ks"kKksa }kjk ewY;kadu fd;k tk,xk vkSj xzsM i‚baV çnku fd, tk,axsA

24- jSad dk iqjLdkj

jSad vkSj ind vafre lhthih, ds vk/kkj ij fn, tk,axsA gkykafd] ch-QkekZ

dk;ZØe ds nkSjku ,d ;k vf/kd ikBîØeksa esa vlQy gksus okys mEehnokj jSad

ds iqjLdkj ds fy, ik= ugha gksaxsA blds vykok] mEehnokjksa dks jSad ds iqjLdkj

ds fy, U;wure fu/kkZfjr o"kksaZ ¼pkj o"kZ½ esa ch-QkekZ dk;ZØe iwjk djuk pkfg,A

25- fMxzh çnku djuk

tks mEehnokj Åij mfYyf[kr vko';drkvksa dks iwjk djrs gSa] os vkxkeh nh{kkar

lekjksg ds nkSjku fMxzh çnku djus ds fy, ik= gksaxsA

26- v/;;u dk;ZØe iwjk djus dh vof/k

dk;ZØe iwjk djus dh vof/k dk;ZØe dh okLrfod vof/k ls nksxquh fu/kkZfjr dh

tk,xh vkSj Nk=ksa dks mä vof/k ds Hkhrj mÙkh.kZ gksuk gksxk] vU;Fkk mUgsa u;k

iathdj.k djkuk gksxkA

27- v/;;u ds fojke ds ckn iqu% ços'k

v/;;u ds fojke ds ckn dk;ZØe esa iqu% ços'k pkgus okys vH;FkhZ dks

fo'ofo|ky; ls {keknku 'kqYd nsdj vuqeksnu çkIr djuk gksxkA

v/;;u ds fojke dh vof/k 2 o"kZ ls vf/kd gksus ij vH;FkhZ dks {keknku dh

vuqefr ugha gS vkSj mls vko';d 'kqYd dk Hkqxrku djds dk;ZØe esa iqu%

'kkfey gksuk gksxkA

28- lhVksa dh la[;k% ihlhvkbZ ds vuqeksnu ds vuqlkj lhVksa dh la[;k 100 ¼,d

bdkbZ½ gksxhA

29- mij mfYyf[kr lHkh fu;e@ fofu;eksa ds lkFk&lkFk oSèkkfud fudk; }kjk

le;&le; ij cuk, x, fofu;eksa@uhfr;ks dk Hkh ikyu fd;k tk,xkA

364 (19)

v/;kns'k Øekad 59

nks o"khZ; fMIyksek dkslZ

QkesZlh esa fMIyksek

1- ç;ksT;rk

i. QkesZlh esa fMIyksek dkslZ ¼la{ksi esa 2 lky dk fMIyksek dkslZ½ nks lky dh

vof/k dk gksxk] vkSj lacaf/kr ladk; esa fMIyksek v‚Q QkesZlh ¼Mh-QkeZ½ ds

:i esa fMtkbu fd;k tk,xkA

ii. ikBîØe ds lQy lekiu ds ckn Mh-QkekZ dk fMIyksek çnku fd;k tk,xkA

2- ços'k gsrq ik=rk

i.

QkesZlh esa fMIyksek esa ços'k ds fy, U;wure ;ksX;rk&HkkSfrdh] jlk;u

foKku vkSj tho foKku ;k xf.kr ds lkFk 10 + 2 ijh{kk ¼foKku

'kS{kf.kd LVªhe½ esa mÙkh.kZ gks vkSj lacaf/kr fu;ked çkf/kdj.k ¼;wthlh @

ihlhvkbZ vkfn½ }kjk cuk, x, fu;eksa dk ikyu djuk gksxkA

ii.

mijksä ds led{k Hkkjrh; QkesZlh ifj"kn }kjk vuqeksfnr dksbZ vU;

;ksX;rkA

3- ikBîØe vkSj ladk;%

i. ;g vè;kns'k nks o"kÊ; fMIyksek dk;ZØe ds fy, ykxw gksxkA

ii. ikBîØe dks QkesZlh dkmafly v‚Q bafM;k ¼ihlhvkb½ }kjk fuèkkZfjr

fu;ekuqlkj fMIyksek bu QkeZslh ¼Mh-QkeZ½ ds :i esa ukfer fd;k tk,xkA

iii. dk;ZØe v/;;u cksMZ dh flQkfj'kksa] vdknfed ifj"kn vkSj çca/ku cksMZ dh

eatwjh vkSj QkesZlh dkmafly v‚Q bafM;k] ubZ fnYyh ls vuqeksnu ds ckn

lacaf/kr ladk; }kjk is'k fd;k tk,xkA

4- ikBîØe dh vof/k

i. ikBîØe dh vof/k nks 'kS{kf.kd o"kksaZ dh gksxhA çR;sd 'kS{kf.kd o"kZ ,d lkS

vLlh dk;Z fnolksa ls de dh vof/k dk ugha gksxkA

ii. blds vfrfjä] ik¡p lkS ?kaVs dh çSfDVdy Vªsfuax ¼O;kogkfjd çf'k{k.k½ rhu

eghus ls de vof/k dh ugha gksxhA

5- v/;;u ikBîØe %&

QkesZlh esa fMIyksek Hkkx&1 vkSj QkesZlh esa fMIyksek Hkkx&2 ds v/;;u ikBîØe

esa uhps rkfydk 1 vkSj 2 esa fn;s x;s fo"k; 'kkfey gksaxsA F;ksjh vkSj çSfDVdy esa

bls i<+kus gsrq çR;sd fo"k; ds fy, mrus gh ?kaVksa dk le; fn;k tk;sxk tks

uhps nh x;h rkfydkvksa ds d‚ye „ vkSj … esa blds lkeus fn;k x;k gSA

gkyk¡fd] Hkkjrh; Hks"kth ifj"kn }kjk ikBîØe vkSj çSfDVdy Vªsfuax esa

le;&le; ij ifjorZu fd;k tk ldrk gSA

364 (20)

Rkfydk & 1

QkesZlh esa fMIyksek ¼Hkkx&1½

?kaVks dh la[;k

fo’k;

F;ksjh

izSfDVdy

f”k{k.k

QkekZL;wfVDl

75

75

25

QkekZL;wfVdy jlk;u “kkL=

75

75

25

QkekZdksXukslh ¼Hks’k.k&vfHkKku½

75

75

25

ekuo “kjhj jpuk foKku vkSj “kjhj fdz;k foKku

75

75

25

lkekftd QkesZlh

75

75

25

dqy

375

375

125

Rkfydk & 2

QkesZlh esa fMIyksek ¼Hkkx&2½

?kaVks dh la[;k

fo’k;

F;ksjh

izSfDVdy

f”k{k.k

QkekZdksykWth

75

50

25

lkeqnkf;d QkesZlh vkSj izca/ku

75

75

25

thojlk;u ,oa uSnkfud jksx foKku

75

50

25

QkekZdkFkSjsI;wfVDl

75

25

25

vLirky vkSj uSnkfud QkesZlh

75

25

25

QkesZlh dkuwu vkSj uSfrdrk

75

&

25

dqy

450

225

150

rkfydk 3

QkeZslh esa fMIyksek ¼Hkkx 3½

iSzfDVdy Vsªfuax & 500 ?kaVs

xfrfof/k;k¡

1) MªDl vkSj esfMdy midj.kksa dk laxzg.k ¼LVkWd½

2) lwph fu;a=.k izfØ;k,a

3) ipsZ dk j[kj[kko

4) forj.k ¼250 ?kaVs½

5) jksxh ijke”kZ

364 (21)

6- ikB~; fooj.k%&

Hkkjrh; Hks"kth ifj"kn }kjk v/;;u ds çR;sd fo"k; ds fy, ikB~; fooj.k

le;&le; ij fu/kkZfjr fd;k tk,xkA

7- ijh{kk,a%&

i.

fo'ofo|ky; çR;sd ikBîØe&bdkbZ ¼,½ lrr vkarfjd ewY;kadu vkSj ¼ch½

vafre o"kZ ijh{kkvksa esa Nk= ds çn'kZu ds ewY;kadu dks viuk,xk tks çR;sd

'kS{kf.kd o"kZ ds var esa vk;ksftr dh tkrh gSaA

ii.

'kS{kf.kd o"kZ ds var esa ,d okf"kZd ijh{kk gksxhA

iii.

lrr vkarfjd ewY;kadu ds lkFk&lkFk vafre o"kZ dh ijh{kkvksa ds fy, foLr`r

ijh{kk ;kstuk ihlhvkbZ fn'kkfunsZ'kksa ds vuqlkj vdknfed ifj"kn }kjk fu/kkZfjr

dh tk,xhA

iv.

;fn vko';d gks] rks mu Nk=ksa ds fy, ,d iwjd ijh{kk gksxh tks ijh{kk

çkf/kdkjh }kjk fufnZ"V ekunaMksa ds vuqlkj QkesZlh Hkkx I ;k Hkkx II esa fMIyksek]

tSlk Hkh gks] mÙkh.kZ djus esa l{ke ugha gSaA

v.

ijh{kk,a fyf[kr vkSj O;kogkfjd ¼ekSf[kd ijh{kk lfgr½ ç—fr dh gksaxh] ftlesa

fo"k; ds çR;sd Hkkx ds fy, vf/kdre vad gksaxs] tSlk fd uhps rkfydk IV vkSj

V esa n'kkZ;k x;k gSA

rkfydk & 4

QkesZlh esa fMIyksek ¼Hkkx & 1½ ijh{kk

F;ksjh ds fy, vf/kdre vad

iSfDVdy ds fy, vf/kdre

vad

fo’k;

ijh{kk *l=kRed

dqy

ijh{kk

*l=kRed ^dqy

QkekZL;wfVDl

80

20

100

80

20

100

QkekZL;wfVDl jlk;u “kkL=

80

20

100

80

20

100

QkekZdksXukWlh ¼Hks’k.k&vfHkKku½

80

20

100

80

20

100

ekuo “kjhj jpuk foKku vkSj

“kjhj fØ;k foKku

80

20

100

80

20

100

lkekftd QkesZlh

80

20

100

80

20

100

dqy

500 + 500 = 1000

*vkarfjd ewY;kadu

364 (22)

rkfydk & 5

QkesZlh esa fMIyksek ¼Hkkx & 2½ ijh{kk

F;ksjh ds fy, vf/kdre vad iSfDVdy ds fy, vf/kdre vad

fo’k;

ijh{kk *l=kRed

dqy

ijh{kk

*l=kRed

dqy

QkekZdksykWth

80

20

100

80

20

100

lkeqnkf;d QkesZlh vkSj izca/ku

80

20

100

80

20

100

thojlk;u ,oa uSnkfud jksx

foKku

80

20

100

80

20

100

QkekZdkFkSjsI;wfVDl

80

20

100

80

20

100

vLirky vkSj uSnkfud QkesZlh

80

20

100

80

20

100

QkesZlh dkuwu vkSj uSfrdrk

80

20

100

&

&

&

dqy

600 + 400 + 100= 1100

*vkarfjd ewY;kadu

vi- fdlh Nk= dks fuEufyf[kr esa ls fdlh Hkh dkj.k ls Ldwy@ladk; ds

Mhu@funs'kd }kjk okf"kZd ijh{kk esa cSBus ls jksdk tk ldrk gS%

v- Nk= ds f[kykQ vuq'kklukRed dkjZokbZ dh xbZA

c- ;fn lacaf/kr foHkkxk/;{k dh vuq'kalk ij

• O;k[;ku@VîwVksfj;y@çSfDVdy d{kkvksa esa mifLFkfr 75% ls de gSA

• 'kS{kf.kd l= ds nkSjku vkarfjd ewY;kadu esa çn'kZu vlarks"ktud ik;k x;k gSA

vii. QkesZlh esa fMIyksek Hkkx&1 vkSj Hkkx&2 ijh{kk esa ços'k dh ik=rk%&

dsoy ,sls vH;FkhZ gh QkesZlh esa fMIyksek ¼Hkkx&1½ ;k ¼Hkkx&2½ dh ijh{kk esa

'kkfey gks ldsaxs] tks ml 'kS{kf.kd laLFkku] tgk¡ ls mUgksaus QkesZlh esa fMIyksek

Hkkx&1 ;k Hkkx&2 v/;;u ikB~;Øe iwjk fd;k gS] ds çeq[k }kjk tkjh fd;k

x;k çek.k&i= çLrqr dj bl vk'k; dh iqf"V djsa fd mUgksaus çR;sd fo"k; esa

F;ksjh vkSj çSfDVdy esa vyx&vyx pyus okyh d{kkvksa esa 75 çfr'kr ls vf/kd

mifLFkfr cuk;s j[krs gq, fu;fer ,oa larks"ktud QkesZlh esa fMIyksek ¼Hkkx&1½

;k ¼Hkkx&2½ rjhds ls ikB~;Øe iwjk fd;k gSA

viii. ijh{kkvksa dk çdkj%&

v- rkfydk 4 vkSj 5 esa mfYyf[kr fo"k;ksa dh F;ksjh vkSj çSfDVdy ijh{kk rhu

?kaVs dh vof/k dh gksxhA F;ksjh vkSj çSfDVdy nksuksa dks nks vyx&vyx isij ds

:i esa ekuk tkrk gSA

364 (23)

c- fdlh fo"k; ds F;ksjh ;k çSfDVdy dh ijh{kk esa vuqÙkh.kZ vH;FkhZ dks vuqÙkh.kZ

fo"k; dh ijh{kk nksckjk nsuh gksxhA mÙkh.kZrk ekunaM ds fy, fo"k; fo'ks"k ds

l- F;ksjh vkSj çSfDVdy dks vyx&vyx fo"k; ekuk tkrk gSA

çSfDVdy ijh{kk esa ,d ekSf[kd ijh{kk Hkh 'kkfey gksxhA

ix. - l=kRed vad nsuk ,oa fjd‚MZ dk j[kj[kko%&

v- QkesZlh Hkkx&1 esa fMIyksek ds fy, çf'k{k.k çnku djus okys laLFkku esa vkSj

QkesZlh Hkkx&2 ikBîØeksa esa fMIyksek çnku djus okys laLFkku esa F;ksjh vkSj

çSfDVdy nksuksa çdkj ds d{kk dk;Z ¼Dykl odZ½ vkSj ijh{kkvksa dk ,d fu;fer

fjd‚MZ] laLFkku esa çR;sd Nk= ds fy, cuk, j[kk tk,xk vkSj çR;sd F;ksjh ds

fy, „å vad vkSj çR;sd çSfDVdy fo"k; ds fy, „å vad l=kRed vadksa ds

:i esa fn;s tk;saxsA

c- çR;sd 'kS{kf.kd o"kZ ds nkSjku nks ;k vf/kd vkof/kd l=kRed ¼vkarfjd

ewY;kadu½ ijh{kk,a gksaxhA fdlh Hkh nks çn'kZu ¼ijQ‚esaZl½ ds lokZf/kd dqy ;ksx

ds vk/kkj ij l=kRed vadksa dh x.kuk gksxhA

l- çSfDVdy ijh{kk esa l=kRed ¼ls'kuy½ vd fuEufyf[kr vk/kkj ij fn,

tk,axs%

1 l=kRed@varj ijh{kk esa okLrfod çn'kZu

¾ 10 vad

2 O;kogkfjd d{kk@varj dk;Z esa fnu&çfrfnu ewY;kadu ¾ 10 vad

x. ijh{kk mÙkh.kZ djus ds fy, U;wure vad

tc rd fd Nk= F;ksjh vkSj çSfDVdy ijh{kkvksa ds vyx&vyx çR;sd fo"k; esa

l=kRed vadksa lfgr de&ls&de †å çfr'kr vad çkIr ugha djrk] rc rd

ml Nk= dks QkesZlh esa fMIyksek dh ijh{kk esa mÙkh.kZ ?kksf"kr ugha fd;k tk;sxkA

lHkh fo"k;ksa dks feykdj ˆå çfr'kr ;k blls vf/kd vad ikus okys vH;fFkZ;ksa

dks çFke Js.kh ls mÙkh.kZ ?kksf"kr fd;k tk;sxkA fdlh Hkh fo"k; ;k fo"k;ksa esa ‰‡

çfr'kr ;k blls vf/kd vad vftZr djus okys Nk= dks ml fo"k; ;k mu

fo"k;ksa esa fo'ks"k lEeku vadksa ¼fMfLVaD'ku ekdZ~l½ ls mÙkh.kZ ?kksf"kr fd;k tk;sxkA

çFke Js.kh vkSj fo'ks"k lEeku vad ¼fMfLVaD'ku ekdZ~l½ bl 'krZ ds vk/khu gksxk

fd Nk= ,d gh ç;kl esa lHkh fo"k;ksa dks ikl djsxkA

364 (24)

xi. QkesZlh esa fMIyksek ¼Hkkx&2½ esa d{kksUufr dh ik=rk%&

oks lHkh vH;FkhZ tks lHkh fo"k;ksa esa mifLFkr gq, gSa vkSj QkesZlh esa fMIyksek

Hkkx&1 ijh{kk esa mÙkh.kZ gq, gSa] os QkesZlh esa fMIyksek Hkkx& 2 oxZ esa d{kksUufr

ds ik= gSA gkyk¡fd] nks ls vf/kd fo"k;ksa esa vuqÙkh.kZ gksus ij oks QkesZlh esa

fMIyksek Hkkx&2 oxZ esa d{kksUur ugha gksaxsA

xii. l=kRed vadksa esa lq/kkj%&

vPNs l=kRed vadksa ds bPNqd vH;FkhZ vxys 'kS{kf.kd o"kZ ds nkSjku nks vfrfjä

l=h; ijh{kkvksa esa mifLFkr gksdj vPNk vad ik ldrs gSaA nksuksa ijh{kkvksa ds

vkSlr vad ds vk/kkj ij F;ksjh vkSj çSfDVdy esa vPNs l=kRed vad gkfly

fd;k tk ldrk gSA çSfDVdy d{kk esa fnu&çfrfnu ds ewY;kadu ds vk/kkj ij

vH;FkhZ dks fn;s x;s vad dks c<+kus ds fy, vH;FkhZ dks fQj ls fu;fer v/;;u

ikBîØe esa mifLFkr gksuk gksxkA

8. QkesZlh esa fMIyksek ¼Hkkx&III½ ¼O;kogkfjd çf'k{k.k½

i. çSfDVdy Vªsfuax ds fy, vof/k vkSj vU; 'krsZa%&

v- ekU;rk&çkIr ijh{kk çkf/kdkjh }kjk QkesZlh esa fMIyksek ds Hkkx&2 dh yh x;h

ijh{kk esa mifLFkr gksus ds ckn] vH;FkhZ fuEufyf[kr laLFkkuksa esa ls ,d ;k ,d ls

vf/kd laLFkku esa çSfDVdy Vªsfuax gkfly djus ds fy, ik= gksaxs %

¼d½ dsaæ@jkT; ljdkj }kjk lapkfyr vLirky@fMLisalfj;k¡A

¼[k½ vkS"kf/k ,oa çlk/ku fu;e] 1645 ds rgr nokvksa dh [kqnjk fcØh ds fy,

ykblsal çkIr QkesZlh] tgk¡ iath—r QkekZflLV~l dh lsok,¡ ekStwn gksA

¼x½ Åij of.kZr mifu;e ¼1½ esa fn;s x;s vLirky vkSj fMLisaljh dksNksM+dj vU;

vLirky vkSj fMLisaljh }kjk çSfDVdy Vªsfuax nsus ds fy, mUgsa bu

fofu;euksa ds ifjf'k"V&x esa nh x;h 'krksZa dks iwjk dj ikus dh fLFkfr esa gh

Hkkjrh; Hks"kuh ifj"kn }kjk ekU;rk çnku dh tk;sxhA

c- mifu;e ¼1½ esa fn;s x;s laLFkku çf'k{k.k nsus ds fy, ik= gksxs] c'krsZ vkS"kf/k ,oa

çlk/ku vf/kfu;e] 1940 vkSj vkS"kf/k ,oa çlk/ku fu;e] 1945 ds rgr ykblsal çkIr

fdlh Hkh vLirky] fMLisaljh ;k QkesZlh esa Nk= QkekZflLV~l dh la[;k 4 ls vf/kd u

gks] tgk¡ ,d iath—r QkekZflLV ml dk;Z esa 'kkfey gksxk ftlesa Nk= QkekZflLV dks

çSfDVdy Vªsfuax nh tk jgh gS vkSj tgk¡ ,d ls vf/kd iath—r QkekZflLV blh rjg

364 (25)

dke esa yxs gSa] ogk¡ ,sls çR;sd vfrfjä ,oa iath—r QkekZflLV ds fy, ;g la[;k 2

ls vf/kd ugha gksxhA

l- çSfDVdy Vªsfuax ¼O;kogkfjd çf'k{k.k½ ds nkSjku] çf'k{kq dks tkudkjh gksuh pkfg,%&

¼d½ QkesZlh ds is'ks ls lacaf/kr fofHkUu fo/kku vf/kfu;eksa }kjk vko';d fjd‚MZ

j[kus ds dk;Z dh tkudkjh] rFkk

¼[k½ bu fofu;eksa ds fofu;eu ˆ ds varxZr rkfydk 3 esa mfYyf[kr xfrfof/k;ksa

esa O;kogkfjd vuqHkoA

ii. Vªsfuax 'kq: gksus ls igys ikyu dh tkus okyh i)fr%&

v- çk;ksfxd çf'k{k.k çnku djus okys laLFkku ds çeq[k] vkosnu ds vk/kkj ij

dfFkr çSfDVdy Vªsfuax esa 'kkfey gksus ds fy, ik= vH;FkhZ dks fVªfIydsV

^çSfDVdy Vªsfuax d‚UVªSDV Q‚eZ Q‚j QkekZflLV^ ¼ftls ;gk¡ ls vkxs d‚UVªSDV

Q‚eZ ¼vuqca/k çi=½ dgk tk;sxk½ nsaxsA d‚UVªSDV Q‚eZ ¼vuqca/k çi=½ bu fu;eksa esa

ifjf'k"V&?k esa fufnZ"V gksxkA

c- d‚UVªSDV Q‚eZ dk [kaM 1 çk;ksfxd çf'k{k.k çnku djus okys laLFkku ds çeq[k

}kjk Hkjk tk;sxkA dfpr d‚UVªSDV Q‚eZ dk [kaM 2 çf'k{kq }kjk Hkjk tk;sxk vkSj

çf'k{k.k nsus ds fy, lger laLFkku ds çeq[k ¼ftUgsa ;gk¡ ls vkxs vçsafVl ekLVj

dgk tk;sxk½ dfFkr d‚UVªSDV Q‚eZ dk [kaM 3 HkjsaxsA

l- Hkjs x;s QkWeZ dh ,d çfr ¼ftls ;gk¡ ls vkxs d‚UVªSDV Q‚eZ dh igyh çfr

dgk tk;sxk½ çk;ksfxd çf'k{k.k çnku djus okys laLFkku ds çeq[k ds ;gk¡ tek

djus dh ftEesnkjh çf'k{kq dh gksxh vkSj vU; nks çfr;ksa ¼ftUgsa ;gk¡ ls vkxs

nwljh vkSj rhljh çfr dgk tk;sxk½ vçsafVl ekLVj ¼;fn og pkgs rks½ ;k çf'k{kq

}kjk çf'k{k.k iwjk gksus rd Hkjh tk;saxhA

iii. QkesZlh esa fMIyksek Hkkx&3 mÙkh.kZ djus dk çek.k i=%&

çSfDVdy Vªsfuax vof/k dks larks"ktud rjhds ls iwjk dj fy, tkus ij] vçsafVl

ekLVj }kjk d‚UVªSDV Q‚eZ dh nwljh o rhljh çfr dk [kaM 4 Hkjk tk;sxk vkSj

mls çk;ksfxd çf'k{k.k çnku djus okys laLFkku ds çeq[k ;gk¡ vxzsf"kr dj fn;k

tk;sxk] tks nwljh o rhljh çfr dh ,aVªht dks igyh çfr esa mi;qä :i esa

çfo"V djsaxs vkSj d‚UVªSDV QkeZ dh rhuksa çfr;ksa dk [kaM 5 Hkjsaxs vkSj mlds

ckn] nwljh vkSj rhljh nksuksa gh çfr çf'k{kq dks lkSai nsaxsA

364 (26)

;g vuqca/k çi=] lHkh çdkj ls iwjk fd;k x;k] ftls QkesZlh esa fMIyksek

¼Hkkx&3½ ds ikB~;Øe dks lQyrkiwoZd iwjk djus dk çek.k i= ekuk tk;sxkA

iv. ØsfMV dk vk/kkj

v- ,d ?kaVs dk laidZ O;k[;ku ¼,y½ ,d ØsfMV ds cjkcj gksxk tcfd nks ?kaVs dk

laidZ VîwVksfj;y ¼Vh½ vkSj/;k çSfDVdy ¼ih½ ,d ØsfMV ds cjkcj gksaxsA bl çdkj]

ØsfMV ¾ ¿,y ++ ¼Vh+ih½@2À- fdlh fo"k; esa ØsfMV iw.kZ la[;k gksxh] vkaf'kd la[;k

ughaA ;fn dksbZ ØsfMV ;fn dksbZ fo"k; fHkUu esa fudyrk gS rks mls fudVre iw.kZ

la[;k rd iw.kkaZfdr fd;k tk,xk tSlk dh ihlhvkbZ }kjk fu/kkZfjr fd;k x;k gSA

c- ,d mEehnokj ,d 'kS{kf.kd l= ds fy, vkoafVr ØsfMV rHkh vftZr djsxk tc og

mä 'kS{kf.kd l= mÙkh.kZ djrk gSA

l- dksbZ mEehnokj Mh-QkekZ dh fMxzh ds fy, rHkh ik= gksxk] tc og dk;ZØe dks

vkoafVr lHkh ØsfMV vftZr djrk gSA

9. QkesZlh esa fMIyksek dk çek.ki=%&

QkesZlh esa fMIyksek Hkkx 1 vkSj Hkkx 2 dh mÙkh.kZrk çLrqr fd;s tkus vkSj

QkesZlh esa fMIyksek ¼Hkkx&3½ dh çSfDVdy Vªsfuax larks"ktud rjhds ls iwjk dj

fy;s tkus ij] lQy vH;FkhZ dks ijh{kk çkf/kdkjh }kjk QkesZlh esa fMIyksek dk

çek.ki= ¼lVhZfQdsV½ tkjh fd;s tkus dh eatwjh nh tk;sxhA

10- çfrys[k

ikBîØe iwjk gksus ds ckn ,d Nk= dks tkjh dh xbZ çfrys[k esa Nk= }kjk

o’kZokj fy, x, lHkh ikBîØeksa] çkIr xzsM] çR;sd lsesLVj dk ,lthih, vkSj

vafre lhthih, dk lesfdr fjd‚MZ 'kkfey gksxkA

11- mijksä ds ckotwn] fo'ofo|ky; ;g lqfuf'pr djsxk fd Mh-QkekZ rd tkus

okyk v/;;u dk;ZØeA fMxzh ihlhvkbZ ;k ;wthlh ds çklafxd fu;eksa vkSj

ekunaMksa }kjk fu/kkZfjr ekud ds vuq:i gksuh pkfg,A

12- v/;kns'k vkSj ijh{kk] ewY;kadu uhfr vkSj mPprj o"kZ esa inksUufr] tSls mijksä

dh le;&le; ij leh{kk vkSj la'kks/ku fd;k tk ldrk gS tksfd ihlhvkbZ ds

fn'kkfunsZ'kksa ds vuqlkj vkSj lhthiqjlh }kjk vuqeksnu ds v/khu gksxk A

13- lhVksa dh la[;k%lhVksa dh la[;k fu;ked fudk; ¼ihlhvkbZ½ ds vuqeksnu ds

vuqlkj gksxhA

364 (27)

364 (28)

ORDINANCE NO. 58

BACHELOR OF PHARMACY

(B.Pharm) FOUR YEAR DEGREE COURSE

1.

APPLICABILITY

i. The Undergraduate Degree Programme Pharmacy (4 years Degree Course, in brief)

shall be of four-year duration (Eight equal semesters) designed as Bachelor of

Pharmacy (B.Pharm.).

ii. The degree of B.Pharm shall be awarded after successful completion of the Programme.

2.

MINIMUM QUALIFICATION FOR ADMISSIONS

i. First year B. Pharm:

Candidate shall have passed 10+2 examination conducted by the respective state/central

government authorities recognized as equivalent to 10+2 examination by the Association

of Indian Universities (AIU) with English as one of the subjects and Physics, Chemistry,

Mathematics (P.C.M) and or Biology (P.C.B /P.C.M.B.) as optional subjects

individually. Any other qualification approved by the Pharmacy Council of India as

equivalent to any of the above examinations.

ii. B. Pharm lateral entry (to third semester):

A pass in D. Pharm. course from an institution approved by the Pharmacy Council of

India under section 12 of the Pharmacy Act.

3.

DURATION OF THE PROGRAM

The course of study for B.Pharm shall extend over a period of eight semesters (four

academic years) and six semesters (three academic years) for lateral entry students. The

curricula and syllabi for the program shall be prescribed from time to time by Pharmacy

Council of India, New Delhi.

4.

MEDIUM OF INSTRUCTION AND EXAMINATIONS

Medium of instruction and examination shall be in English.

5.

WORKING DAYS IN EACH SEMESTER

Each semester shall consist of not less than 100 working days. The odd semesters shall

be conducted from the month of June/July to November/December and the even

semesters shall be conducted from December/January to May/June in every calendar

year.

364 (29)

6.

ATTENDANCE AND PROGRESS

A candidate is required to put in at least 80% attendance in individual courses considering

theory and practical separately. The candidate shall complete the prescribed course

satisfactorily to be eligible to appear for the respective examinations.

7.

PROGRAM/ COURSE CREDIT STRUCTURE

As per the philosophy of Credit Based Semester System, certain quantum of academic

work viz. theory classes, tutorial hours, practical classes, etc. are measured in terms of

credits. On satisfactory completion of the courses, a candidate earns credits. The amount

of credit associated with a course is dependent upon the number of hours of instruction per

week in that course. Similarly, the credit associated with any of the other academic,

co/extra-curricular activities is dependent upon the quantum of work expected to be put in

for each of these activities per week.

i.

Credit assignment

a). Theory and Laboratory courses

b). Courses are broadly classified as Theory and Practical. Theory courses consist of lecture

(L) and /or tutorial (T) hours, and Practical (P) courses consist of hours spent in the

laboratory. Credits (C) for a course is dependent on the number of hours of instruction per

week in that course, and is obtained by using a multiplier of one (1) for lecture and tutorial

hours, and a multiplier of half (1/2) for practical(laboratory) hours. Thus, for example, a

theory course having three lectures and one tutorial per week throughout the semester

carries a credit of 4. Similarly, a practical having four laboratory hours per week

throughout semester carries a credit of 2.

ii.

Minimum credit requirements

The minimum credit points required for award of a B. Pharm. degree is 208.These credits

are divided into Theory courses, Tutorials, Practical, Practice School and Project over the

duration of eight semesters. The credits are distributed semester-wise as shown in Table

IX. Courses generally progress in sequences, building competencies and their positioning

indicates certain academic maturity on the part of the learners. Learners are expected to

follow the semester-wise schedule of courses given in the syllabus. The lateral entry

students shall get 52 credit points transferred from their D.Pharm program. Such students

shall take up additional remedial courses of ‘Communication Skills’ (Theory and

Practical) and ‘Computer Applications in Pharmacy’ (Theory and Practical) equivalent to

364 (30)

3 and 4 credit points respectively, a total of 7 credit points to attain 59 credit points, the

maximum of I and II semesters.

8.

ACADEMIC WORK

A regular record of attendance both in Theory and Practical shall be maintained by the

teaching staff of respective courses.

9.

COURSE OF STUDY

The course of study for B. Pharm shall include Semester Wise Theory & Practical as

given in Table – I to VIII. The number of hours to be devoted to each theory, tutorial and

practical course in any semester shall not be less than that shown in Table – I to VIII.

Table-I: Course of study for semester I

Course code

Name of the course

No. of

hours

Tuto

rial

Credit

points

BP101T

Human Anatomy and Physiology I–

Theory

3

1

4

BP102T

Pharmaceutical Analysis I – Theory

3

1

4

BP103T

Pharmaceutics I – Theory

3

1

4

BP104T

Pharmaceutical Inorganic Chemistry –

Theory

3

1

4

BP105T

Communication skills – Theory *

2

-

2

BP106RBT

BP106RMT

Remedial Biology/

Remedial Mathematics – Theory*

2

-

2

BP107P

Human Anatomy and Physiology –

Practical

4

-

2

BP108P

Pharmaceutical Analysis I – Practical

4

-

2

BP109P

Pharmaceutics I – Practical

4

-

2

BP110P

Pharmaceutical Inorganic Chemistry –

Practical

4

-

2

BP111P

Communication skills – Practical*

2

-

1

BP112RBP

Remedial Biology – Practical*

2

-

1

Total 32/34^$/36^#

4

27/29^$/30^#

#Applicable ONLY for the students who have studied Mathematics / Physics / Chemistry

at HSC and appearing for Remedial Biology (RB)course.

$Applicable ONLY for the students who have studied Physics / Chemistry / Botany /

Zoology at HSC and appearing for Remedial Mathematics (RM)course.

* Non University Examination (NUE)

364 (31)

Table-II: Course of study for semester II

Course

Code

Name of the course

No. of

hours

Tutorial ^Credit

points

BP201T

Human Anatomy and Physiology II – Theory

3

1

4

BP202T

Pharmaceutical Organic Chemistry I – Theory

3

1

4

BP203T

Biochemistry – Theory

3

1

4

BP204T

Pathophysiology – Theory

3

1

4

BP205T

Computer Applications in Pharmacy – Theory *

3

-

3

BP206T

Environmental sciences – Theory *

3

-

3

BP207P

Human Anatomy and Physiology II –Practical

4

-

2

BP208P

Pharmaceutical Organic Chemistry I– Practical

4

-

2

BP209P

Biochemistry – Practical

4

-

2

BP210P

Computer Applications in Pharmacy – Practical*

2

-

1

Total

32

4

29

*Non University Examination (NUE)

Table-III: Course of study for semester III

Course

code

Name of the course

No. of

hours

Tutorial ^Credit

points

BP301T

Pharmaceutical Organic Chemistry II – Theory

3

1

4

BP302T

Physical Pharmaceutics I – Theory

3

1

4

BP303T

Pharmaceutical Microbiology – Theory

3

1

4

BP304T

Pharmaceutical Engineering – Theory

3

1

4

BP305P

Pharmaceutical Organic Chemistry II – Practical

4

-

2

BP306P

Physical Pharmaceutics I – Practical

4

-

2

BP307P

Pharmaceutical Microbiology – Practical

4

-

2

BP 308P Pharmaceutical Engineering –Practical

4

-

2

Total

28

4

24

364 (32)

Table-IV: Course of study for semester IV

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP401T

Pharmaceutical Organic Chemistry III– Theory

3

1

4

BP402T

Medicinal Chemistry I – Theory

3

1

4

BP403T

Physical Pharmaceutics II – Theory

3

1

4

BP404T

Pharmacology I – Theory

3

1

4

BP405T

Pharmacognosy and Phytochemistry I– Theory

3

1

4

BP406P

Medicinal Chemistry I – Practical

4

-

2

BP407P

Physical Pharmaceutics II – Practical

4

2

BP408P

Pharmacology I – Practical

4

-

2

BP409P

Pharmacognosy and Phytochemistry I – Practical

4

-

2

Total

31

5

28

Table-V: Course of study for semester V

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP501T

Medicinal Chemistry II – Theory

3

1

4

BP502T

Industrial Pharmacy I– Theory

3

1

4

BP503T

Pharmacology II – Theory

3

1

4

BP504T

Pharmacognosy and Phytochemistry II– Theory

3

1

4

BP505T

Pharmaceutical Jurisprudence – Theory

3

1

4

BP506P

Industrial Pharmacy I – Practical

4

-

2

BP507P

Pharmacology II – Practical

4

-

2

BP508P

Pharmacognosy and Phytochemistry II –

Practical

4

-

2

Total

27

5

26

364 (33)

Table-VI: Course of study for semester VI

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP601T

Medicinal Chemistry III – Theory

3

1

4

BP602T

Pharmacology III – Theory

3

1

4

BP603T

Herbal Drug Technology – Theory

3

1

4

BP604T

Biopharmaceutics and Pharmacokinetics –

Theory

3

1

4

BP605T

Pharmaceutical Biotechnology – Theory

3

1

4

BP606T

Quality Assurance –Theory

3

1

4

BP607P

Medicinal chemistry III – Practical

4

-

2

BP608P

Pharmacology III – Practical

4

-

2

BP609P

Herbal Drug Technology – Practical

4

-

2

Total

30

6

30

Table-VII: Course of study for semester VII

Course

code

Name of the course

No. of

hours ^{Tutorial Credit}

points

BP701T

Instrumental Methods of Analysis – Theory

3

1

4

BP702T

Industrial PharmacyII – Theory

3

1

4

BP703T

Pharmacy Practice – Theory

3

1

4

BP704T

Novel Drug Delivery System – Theory

3

1

4

BP705P

Instrumental Methods of Analysis – Practical

4

-

2

BP706PS Practice School*

12

-

6

Total

28

5

24

* Non University Examination (NUE)

364 (34)