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CLASS 9TH
SYLLABUS FOR ECONOMICS
TERM I
1. Story of Palampur
2. People as a Resource
TERM II
1. Poverty as a Challenge
2. Food Security in India
ENGLISH SYLLABUS SPLIT UP 2016-17
SA 1 APRIL- SEPTEMBER
LITERATURE READER
How I Taught My Grandmother to Read (Prose)
The Brook (Poetry)
A Dog Named Duke (Prose)
The Road Not Taken (Poetry)
The Solitary Reaper (Poetry)
Lord Ullin’s Daughter (Poetry)
Villa for Sale( Drama)
WRITING SKILLS
Letter (Formal and Informal)
Notice
Diary Entry
Biographical sketch
Report writing (newspaper, school magazine)
GRAMMAR
Tenses
Subject Verb Agreement
Reported Speech/Direct Indirect
Figure of Speech
Idioms
Editing and Omission
Sentence Reordering
Active and Passive Voice
Process Writing
Connectors
Prepositions
Relatives
Modals
MCB
People
Adventure
Environment
Class IX Radio and Video Show
NOVEL
Three Men in a Boat – Chapters 1-10
SA II OCTOBER TO FEBRUARY
LITERATURE READER
The Man Who Knew Too Much
Keeping It From Harold
The Seven Ages
Oh, I Wish I Looked After Me Teeth
Best Seller
Song Of The Rain
The Bishop’s Candlesticks
MCB
Mystery
Children
Sports and Games
WRITING SKILLS
Dialogue Writing
Article Writing
E-mails
Reports
GRAMMAR
Determiners
Pronouns
Prepositions
NOVEL
Three Men in a Boat – Chapters 11-19
GEOGRAPHY
MONTH WISE SYLLABUS DISTRIBUTION
1st TERM : APRIL – SEPTEMBER
MONTHS CHAPTERS
APRIL 1 India : Size and Location.
MAY 2 Physical features of India.
JULY 2 Physical Features of India.
AUGUST 3 India : Drainage.
2ND TERM : OCTOBER – MARCH
MONTHS CHAPTERS
OCTOBER 4 India : Climate.
NOVEMBER 4 India : Climate.
DECEMBER 5 India : Natural vegetation and wild life.
JANUARY 6 India : Population.
FEBRUARY Revision
fgUnh ikB~;Øe & v ¼dksM la0 & 002½ 2015&16
d{kk & 9
ladfyr ,oa QkjesfVo ijh{kkvksa gsrq ikB~;Øe dk foHkktu
izFke l=
¼vizSy ls flrEcj rd½
ikB~; iqLrd % f{kfrt Hkkx& 1
x| [k.M
nks cSyksa dh dFkk ¼izsepUn½
ygklk dh vksj ¼jkgqy lkaL—rk;u½
miHkksDrkokn dh laL—fr ¼”;kekpj.k nqcs½
lkaoys liuksa dh ;kn ¼t+kfcj gqlSu½
dkO; [k.M
lkf[k;k¡ ,oa lcn ¼dchj½
ok[k ¼yy|n½
loS;s ¼jl[kku½
dSnh vkSj dksfdyk ¼ek[kuyky prqosZnh½
xzke Jh ¼lqfe=kuUnu iar½
iwjd iqLrd % —frdk Hkkx & 1
bl ty izy; esa ¼Q.kh”oj ukFk ^js.kq*½
esjs lax dh vkSjrsa ¼e`nqyk xxZ½
O;kdj.k
iqLrd % ljLorh ekud fgUnh O;kdj.k rFkk jpuk
“kCn fuekZ.k %
milxZ
izR;;
lekl
vFkZ dh n`f’V ls okD; Hksn
vyadkj
”kCnkyadkj & vuqizkl] ;ed] “ys’k
vFkkZyadkj & miek] :id] mRizs{kk] vfr”k;ksfDr] ekuohdj.k
vifBr x|ka”k
vifBr dkO;ka”k
i= ys[ku % vukSipkfjd i=] vkSipkfjd i=
fucU/k ys[ku
izfrosnu
f}rh; l=
¼vDVwcj ls ekpZ rd½
ikB~; iqLrd % f{kfrt Hkkx& 1
x| [k.M
ukuk lkgc dh iq=h nsoh eSuk dks HkLEk dj fn;k x;k ¼piyk nsoh½
izsepUn ds QVs twrs ¼gfj”kadj ijlkbZ½
esjs cpiu ds fnu ¼egknsoh oekZ½
,d dqRrk vkSj ,d eSuk ¼gt+kjh izlkn f}osnh½
dkO; [k.M
pUnzxguk ls ykSVrh csj ¼dsnkjukFk vxzoky½
es?k vk;s ¼losZ”oj n;ky lDlsuk½
;ejkt dh fn”kk ¼pUnzdkar nsorkys½
cPps dke ij tk jgs gSa ¼jkts”k tks”kh½
iwjd iqLrd % —frdk
jh<+ dh gM~Mh ¼txnh”k pUnz ekFkqj½
ekVh okyh ¼fo|klkxj ukSfV;ky½
fdl rjg vkf[kjdkj eSa fgUnh esa vk;k ¼”ke”ksj cgknqj flag½
O;kdj.k
iqLrd % ljLorh ekud fgUnh O;kdj.k rFkk jpuk
“kCn fuekZ.k %
milxZ
izR;;
lekl
vFkZ dh n`f’V ls okD; Hksn
vyadkj
”kCnkyadkj & vuqizkl] ;ed] “ys’k
vFkkZyadkj & miek] :id] mRizs{kk] vfr”k;ksfDr] ekuohdj.k
vifBr x|ka”k
vifBr dkO;ka”k
i= ys[ku % vukSipkfjd i=] vkSipkfjd i=
fucU/k ys[ku
izfrosnu
izFke l=
¼ekg ds vuqlkj foHkktu½
EkkpZ
nks cSyksa dh dFkk
lcn
i= ys[ku % vukSipkfjd i=] vkSipkfjd i=
vizSy
lkf[k;k¡ ¼dchj½
bl ty izy; esa ¼Q.kh”oj ukFk ^js.kq*½
milxZ
izR;;
lekl
vyadkj
vifBr x|ka”k
vifBr dkO;ka”k
fucU/k
ebZ
ygklk dh vksj ¼jkgqy lkaL—rk;u½
ok[k ¼yy|n½
izfrosnu
tqykbZ
miHkksDrkokn dh laL—fr ¼”;kekpj.k nqcs½
loS;s ¼jl[kku½
esjs lax dh vkSjrsa ¼e`nqyk xxZ½
vFkZ dh n`f’V ls okD; Hksn
vxLr
lkaoys liuksa dh ;kn ¼t+kfcj gqlSu½
xzke Jh ¼lqfe=kuUnu iar½
dSnh vkSj dksfdyk ¼ek[kuyky prqosZnh½
fucU/k & yksdksfDr;ksa ij vk/kkfjr
flrEcj
iqujko`fRr ,oa FA - 1 ladfyr ijh{kk
f}rh; l=
¼ ekg ds vuqlkj foHkktu ½
vDVwcj
ukuk lkgc dh iq=h nsoh eSuk dks HkLEk dj fn;k x;k ¼piyk nsoh½
pUnzxguk ls ykSVrh csj ¼dsnkjukFk vxzoky½
jh<+ dh gM~Mh ¼txnh”k pUnz ekFkqj½
izsepUn ds QVs twrs ¼gfj”kadj ijlkbZ½
uoEcj
esjs cpiu ds fnu ¼egknsoh oekZ½
es?k vk;s ¼losZ”oj n;ky lDlsuk½
,d dqRrk vkSj ,d eSuk ¼gt+kjh izlkn f}osnh½
ekVh okyh ¼fo|klkxj ukSfV;ky½
fnlEcj
;ejkt dh fn”kk ¼pUnzdkar nsorkys½
cPps dke ij tk jgs gSa ¼jkts”k tks”kh½
fdl rjg vkf[kjdkj eSa fgUnh esa vk;k ¼”ke”ksj cgknqj flag½
O;kdj.k
iqLrd % ljLorh ekud fgUnh O;kdj.k rFkk jpuk
“kCn fuekZ.k %
milxZ
izR;;
lekl
vFkZ dh n`f’V ls okD; Hksn
vyadkj
”kCnkyadkj & vuqizkl] ;ed] “ys’k
vFkkZyadkj & miek] :id] mRizs{kk] vfr”k;ksfDr] ekuohdj.k
vifBr x|ka”k
vifBr dkO;ka”k
i= ys[ku % vukSipkfjd i=] vkSipkfjd i=
fucU/k ys[ku
izfrosnu
iqujko`fRr ,oa FA - 2 ladfyr ijh{kk
fgUnh ikB~;Øe & v ¼dksM la0 & 002½
d{kk & 9
Unit Tests / SA-1, SA-2 gsrq ikB~;Øe dk foHkktu 2015&16
Unit Test & 1
nks cSyksa dh dFkk ¼izsepUn½
lkf[k;k¡ ,oa lcn ¼dchj½
milxZ
lekl
vyadkj
”kCnkyadkj & vuqizkl] ;ed] “ys’k
vFkkZyadkj & miek] :id] mRizs{kk] vfr”k;ksfDr] ekuohdj.k
i= ys[ku % vkSipkfjd i=
ikBksa ls lEcfU/kr iz“u
Unit Test & 2
ygklk dh vksj ¼jkgqy lkaL—R;k;u½
ok[k ¼yy|n½
esjs lax dh vkSjrsa ¼e`nqyk xxZ½
izR;;
izfrosnu
vFkZ dh n`f’V ls okD; Hksn
SA-1
nks cSyksa dh dFkk ¼izsepUn½
lkf[k;k¡ ,oa lcn ¼dchj½
bl ty izy; esa ¼Q.kh”oj ukFk ^js.kq*½
miHkksDrkokn dh laL—fr ¼“;kekpj.k nqcs½
lkaoys liuksa dh ;kn ¼t+kfcj gqlSu½
loS;s ¼jl[kku½
dSnh vkSj dksfdyk ¼ek[kuyky prqosZnh½
xzke Jh ¼lqfe=kuUnu iar½
esjs lax dh vkSjrsa ¼e`nqyk xxZ½
ok[k ¼yy|n½
ygklk dh vksj ¼jkgqy lkaL—rk;u½
ikBksa ls lEcfU/kr iz“u
milxZ
izR;;
lekl
vFkZ dh n`f’V ls okD; Hksn
izfrosnu
vyadkj
”kCnkyadkj & vuqizkl] ;ed] “ys’k
vFkkZyadkj & miek] :id] mRizs{kk] vfr”k;ksfDr] ekuohdj.k
i= ys[ku % vukSipkfjd i=] vkSipkfjd i=
vifBr x|ka”k
vifBr dkO;ka”k
fucU/k ys[ku
Unit Test & 3
ukuk lkgc dh iq=h nsoh eSuk dks HkLEk dj fn;k x;k ¼piyk nsoh½
es?k vk;s ¼losZ”oj n;ky lDlsuk½
jh<+ dh gM~Mh ¼txnh”k pUnz ekFkqj½
milxZ
izR;;
lekl
i= ys[ku % vukSipkfjd i=]
Unit Test & 4
;ejkt dh fn”kk ¼pUnzdkar nsorkys½
cPps dke ij tk jgs gSa ¼jkts”k tks”kh½
ekVh okyh ¼fo|klkxj ukSfV;ky½
vifBr x|ka”k
vifBr dkO;ka”k
SA-2
ukuk lkgc dh iq=h nsoh eSuk dks HkLEk dj fn;k x;k ¼piyk nsoh½
izsepUn ds QVs twrs ¼gfj”kadj ijlkb Z½
pUnzxguk ls ykSVrh csj ¼dsnkjukFk vxzoky½
es?k vk;s ¼losZ”oj n;ky lDlsuk½
jh<+ dh gM~Mh ¼txnh”k pUnz ekFkqj½
ekVh okyh ¼fo|klkxj ukSfV;ky½
esjs cpiu ds fnu ¼egknsoh oekZ½
,d dqRrk vkSj ,d eSuk ¼gt+kjh izlkn f}osnh½
;ejkt dh fn”kk ¼pUnzdkar nsorkys½
cPps dke ij tk jgs gSa ¼jkts”k tks”kh½
ikBksa ls lEcfU/kr iz“u
milxZ
izR;;
lekl
vFkZ dh n`f’V ls okD; Hksn
izfrosnu
vyadkj
”kCnkyadkj & vuqizkl] ;ed] “ys’k
vFkkZyadkj & miek] :id] mRizs{kk] vfr”k;ksfDr] ekuohdj.k
i= ys[ku % vukSipkfjd i=] vkSipkfjd i=
vifBr x|ka”k
vifBr dkO;ka”k
fucU/k ys[ku
SYLLABUS SOCIAL STUDIES 2016
CLASS IX
TERM I ( HISTORY ) TERM II ( HISTORY )
1. The French Revolution 1. Forest Society and Colonialism
Activities: Activities:
Drama/ Role play Find out about 5 tribes of the world
and 5 Indian tribes and make a PPT
presentation
Playing the role of a reporter How would our planet look if forests
disappear? Paint to emphasise.
Newsletter Draw a cartoon strip on the given
topic:
Painting Imagine you are Mowgli…you
overhear a conversation between two
British Officials to cut the trees.
What would you do to save the forest
you so dearly love.
Find out about the Chipko
Movement.
Find out about the tribe in Rajasthan
which plays a vital role in
conservation of the environment.
2. The Rise of Nazism 2. Cricket
Activities: Activities:
Hitlers background Does IPL unite or divide the country
Positive side of Hitler Find out about the prevalence of
caste discrimination in Cricket
Berlin Olympics Does gender discrimination exist in
this game? Collect examples to
emphasise this point.
MATHEMATICS
TREM-1
1. Real numbers
2. Polynomials
3. Introduction to euclid’s geometry
4. Lines and angles
5. Triangles
6. Coordinate geometry
7. Areas(heron’s formula)
TERM -2
1. Linear equation in two variables
2. Quadrilaterals
3. Area
4. Circles
5. Constructions
6. Surface area and volume
7. Statistics
8. Probability.
Political Science Syllabus
Term 1
Chapter 1: Democracy in the contemporary world
Chapter 2: What is Democracy? Why Democracy
Chapter 3: Constitutional Design
Term 2
Chapter 4: Electoral Politics
Chapter 5: Working of Institutions
Chapter 6: Democratic Rights
Science (2016-2017)
Term 1
Chemistry
Matter In Our Surroundings
Is Matter Around Us Pure
Physics
Motion
Force and laws of Motion
Gravitation
Biology
Improvement in food resources
The fundamental unit of life
Tissues
Term 2
Chemistry
Atoms and molecules
Structure of atom
Physics
Flotation
Work and energy
Sound
Biology
Diversity in living organisms
Why do we fall ill
Natural resources