LESSON TEMPLATE
PRELIMINARY DETAILS
Name of the Teacher : Jincy John STD : IX
Name of the Subject : KWn-X-imkv{Xw STR :
Name of the Unit : hr¯-§-fpsS Af-hp-IÄ Date :
Name of the Topic : Nm]-¯nsâ ofw Duration : 45 mins
CURRICULAR STATEMENT
Nm]-¯nsâ ofw F¶Xv a-Ên-em-¡p¶p
   
CONTENT ANALYSIS
Symbol : r  hr¯-¯nsâ Bcw
  ss] ( = 3.14)
Term : Nm]-¯nsâ ofw, Nm]-¯nsâ tI{μ-tIm¬
Facts : 1. hymkw hr¯s¯ c−v AÀ°-hr-¯-§-fm-¡p¶p
2. Hcp hr¯-¯nse Bc-§-sfÃmw Xpey-amWv
3. hr¯-¯nse GXv RmWpw hr¯s¯ c−v Nm]-§-fm-¡p¶p
4. Hcp hr¯-¯nsâ tI{μ-tIm¬ 360
0
BWv.
Concepts : hr¯-¯nsâ Nm]-ofw F¶ Bibw
Definition : Nm]-¯nsâ B{K-_n-μp-¡sf tI{μ-hp-ambn tbmPn-¸n-¨m In«p¶ tImWns tI{μ-tIm¬
F¶p ]d-bp¶p.
hr¯-¯nse A{K-_n-μp-¡sf tbmPn-¸n-¡p¶ tcJsb RmsW¶p ]d-bp-¶p.
Formula : tI{μ-tIm¬ x
0
Bb Nm]-¯nsâ ofw = x 2
360
x
r
   
LEARNING OUTCOME
The student will able to,
 recall the information about circle
 describe the peculiarities of circle
 interpret the concept are of a circle
 summarise the concept length of arc of a circle.
 use the concept in other familiar situations
 finding the length of are within the situation
 judge the appropriateness of above concept in a given problem
 plan new ideas based on the concept.
PRE-REQUISITES
Ip«n-IÄ¡v hr¯w, Bcw, hymkw, Rm¬, tI{μ-tIm¬ F¶n-h-sb-¸-än-bpÅ Adnhv
   
 
TEACHING – LEARNING RESOURCES
NmÀ«v : Nm]-¯nsâ ofw Is−-¯m-pÅ kq{X-hmIyw Fgp-Xnb NmÀ«v
amXrI : Nm]-¯nsâ amXrI
{]iv-ImÀUp-IÄ : Nm]-¯n-sâ of-hp-ambn _Ô-s¸« {]iv-§Ä AS-§nb {]iv-ImÀUp-IÄ
Reference : 9þmw ¢mÊnse ]mT-]p-kvXIw
   
CLASSROOM INTERACTION PROCEDURE EXPECTED PUPIL RESPONSE
Introduction
Fsâ AbÂho-«n Hcp Ipªp-hm-h-bp-−v. Ahv `£Ww Ign-¡m³
aSnbm-Wv. C¶se cm{Xn Ahv Ahsâ A½ tNmdv sImSp-¡m³ F{X
{ian-s¨¦nepw Ah³ Ign-¨n-Ã. C¶se à nem-hpÅ cm{Xn Bbn-cp-¶p.
A§-s-bpÅ BImiw ImWm³ Ã `wKn-b-tÃ. Fs´m-s¡-bm-bn-cp¶p
BIm-is¯ C{X atm-l-c-am¡nbsX¶v n§Ä¡-dn-bmtam? A§s
]qÀ®-N-{μs ImWn-¨p-sIm−pw £-{X-§sf ImWn-¨p-sIm−pw A½
Ahs tNmdp Ign-¸n-¨p. n§Ä¡v ]m«p-]m-Sm³ Adn-bmtam? N{μs
]än Adn-bm-hp¶ ]m«v n§Ä¡-cn-bmtam? Hcp-Zm-l-c-W-¯n-v Rm³ Hcp
]m«nsâ c−p-hcn sNmÃmw.
A¼n-fn-b-½mhm Xma-c-¡p-¼n-fn-se-´p−v
Ip¼n-«n-cn-¸mtWm am-¯vþ
sIm¼-m--¸p-d¯v
CXp-t]mse ck-I-c-am-bh n§Ä¡v Is−-¯mtam?
]qÀ®-N-{μsâ BIrXn F´mWv ?
CXp-t]mse CtX BIr-Xn-bn-epÅ Fs´Ãmw cq]-§-sf-¸än n§Ä¡-
dnbmw ?
hr¯w F¶-Xnv n§Ä¡v Hcp nÀÆ-Nw ]d-bmtam ?
hr¯-¯nsâ Bchpw hymkhpw X½n-epÅ _Ô-sa´v?
hr¯w-
hf, ]¸Sw
Bc-¯nsâ Cc-«n-bmWv hymkw
   
CLASSROOM INTERACTION PROCEDURE EXPECTED PUPIL RESPONSE
Presentation
Ip«n-Isf {Kq¸p-I-fmbn Xncn-¡p-¶p.
Activity – I
Hmtcm {Kq¸npw hr¯-am-XrI ÂIp-¶p. XpSÀ¶v hr¯-¯nse hymkw
hc-bv¡m³ Bh-iy-s¸-Sp-¶p. AXn-p-tijw Nph-sS-bpÅ tNmZy-§Ä
hrà-am-¡m³ Bh-iy-s¸-Sp-¶p.
1. hymkw hr¯s¯ F{X `mK-§-fmbn hn`-Pn-¡p¶p?
2. Ah-bpsS {]tXy-IX F´v?
3. hr¯-¯nsâ hymk-¯nsâ A{K-_n-μp-¡Ä hr¯-¯nsâ atä-sX-¦nepw
_nμp-hp-ambn tbmPn-¸n-¡p-t¼mÄ In«p¶ tIm¬ Af-s¶-Sp-¡p-I.
Activity – II
XpSÀ¶v {]iv-§Ä AS-§nb {]iv-ImÀUp-IÄ Hmtcm {Kq¸npw
ÂIp-¶p.
2
Ah Xpey-am-bn-cn¡pw
CLASSROOM INTERACTION PROCEDURE EXPECTED PUPIL RESPONSE
1. n§-fpsS hr¯-¯nsâ hymkw GXv?
2. hr¯-¯nsâ Nm]w F¶m-se´v?
3. Nm]-¯nsâ tI{μ-tIm¬ F¶m-se´v?
Activity – III
A[ym-]nI : FÃm-hcpw Ct§m«p {i²nt¨
CsX-´mWv?
A[ym-]nI : hr¯-¯nsâ Bcw F{X-bmWv?
A[ym-]nI : F¦n ‘r’ Bc-amb hr¯-¯nsâ Npä-fhv F{X-bmWv?
A[ym-]nI : Hcp hr¯-¯nsâ BsI tIm¬ F{X?
hr¯w
r
2r
360
0
r
CLASSROOM INTERACTION PROCEDURE EXPECTED PUPIL RESPONSE
A[ym-]nI : F¦n Rmo hr¯s¯ 360
0
Xpey-`m-K-§-fm-¡n-bm 1
0
tI{μ-tIm-WpÅ Nm]-¯nsâ ofw F{X?
A[ym-]nI : 3
0
tI{μ-tIm-WpÅ Nm]-¯nsâ of-sa{X?
A[ym-]nI : A§-s-sb-¦n Cu Nn{Xw tm¡q
CXn tcJ-s¸-Sp-¯n-bn-cn-¡p¶ tI{μ-tIm¬ F{X-bmWv?
F¦n x
0
tI{μ-tIm-WpÅ Nm]-¯nsâ ofw F{X-bmWv?
 
1
x 2 r
360

3
x 2 r
360

x
0
0
x 2 r
360
x

   
r 
x
0
 
CLASSROOM INTERACTION PROCEDURE EXPECTED PUPIL RESPONSE
XpSÀ¶pÅ NÀ¨-I-fn-eq-sSbpw hni-Zo-I-c-W-§-fn-eq-sSbpw x
0
tI{μ-
tIm-WpÅ Nm]-¯nsâ ofw
0
x 2 r
360
x
 F¶p Ip«n-IÄ A[ym-]n-I-
bpsS klm-b-t¯msS Is−-¯p-¶p. XpSÀ¶v NmÀ«v {]ZÀin-¸n-¡p-¶p.
Nm]-¯nsâ ofw
Nm]-¯nsâ ofw =
0
x 2 r
360
x

x tI{μ-tIm¬
x hr¯-¯n-sâ Bcw
 
 
 
Ip«n-IÄ {i²-tbmsS hmbn-¡p-¶p.
   
APPLICATION/REVIEW
Nph-sS-bpÅ {]iv-§Ä AS-§nb {]iv-ImÀUp-IÄ Hmtcm {Kq¸npw ÂIp-¶p.
a. Nn{X-¯nse hr¯-¯nsâ Bcw F{X?
b. hr¯-¯nse tI{μ-tIm¬ F{X?
c. Nm]-¯nsâ ofw ImWpI?
FOLLOWUP ACTIVITY
1. hr¯-¯nsâ hymkw 16 sk.-ao, Nm]-¯nsâ ofw 2bpw Bbm tI{μ-tIm¬ Is−-¯pI
2. 25 cm
2
]c-¸-f-hpÅ hr¯-¯nsâ Nm]-¯nsâ tI{μ-tIm¬ 35
0
BWv. F¦n Nm]-ofw ImWp-I.
10 cm 
36
0
 

Lesson template

  • 1.
    LESSON TEMPLATE PRELIMINARY DETAILS Nameof the Teacher : Jincy John STD : IX Name of the Subject : KWn-X-imkv{Xw STR : Name of the Unit : hr¯-§-fpsS Af-hp-IÄ Date : Name of the Topic : Nm]-¯nsâ ofw Duration : 45 mins CURRICULAR STATEMENT Nm]-¯nsâ ofw F¶Xv a-Ên-em-¡p¶p    
  • 2.
    CONTENT ANALYSIS Symbol :r  hr¯-¯nsâ Bcw   ss] ( = 3.14) Term : Nm]-¯nsâ ofw, Nm]-¯nsâ tI{μ-tIm¬ Facts : 1. hymkw hr¯s¯ c−v AÀ°-hr-¯-§-fm-¡p¶p 2. Hcp hr¯-¯nse Bc-§-sfÃmw Xpey-amWv 3. hr¯-¯nse GXv RmWpw hr¯s¯ c−v Nm]-§-fm-¡p¶p 4. Hcp hr¯-¯nsâ tI{μ-tIm¬ 360 0 BWv. Concepts : hr¯-¯nsâ Nm]-ofw F¶ Bibw Definition : Nm]-¯nsâ B{K-_n-μp-¡sf tI{μ-hp-ambn tbmPn-¸n-¨m In«p¶ tImWns tI{μ-tIm¬ F¶p ]d-bp¶p. hr¯-¯nse A{K-_n-μp-¡sf tbmPn-¸n-¡p¶ tcJsb RmsW¶p ]d-bp-¶p. Formula : tI{μ-tIm¬ x 0 Bb Nm]-¯nsâ ofw = x 2 360 x r    
  • 3.
    LEARNING OUTCOME The studentwill able to,  recall the information about circle  describe the peculiarities of circle  interpret the concept are of a circle  summarise the concept length of arc of a circle.  use the concept in other familiar situations  finding the length of are within the situation  judge the appropriateness of above concept in a given problem  plan new ideas based on the concept. PRE-REQUISITES Ip«n-IÄ¡v hr¯w, Bcw, hymkw, Rm¬, tI{μ-tIm¬ F¶n-h-sb-¸-än-bpÅ Adnhv    
  • 4.
      TEACHING – LEARNINGRESOURCES NmÀ«v : Nm]-¯nsâ ofw Is−-¯m-pÅ kq{X-hmIyw Fgp-Xnb NmÀ«v amXrI : Nm]-¯nsâ amXrI {]iv-ImÀUp-IÄ : Nm]-¯n-sâ of-hp-ambn _Ô-s¸« {]iv-§Ä AS-§nb {]iv-ImÀUp-IÄ Reference : 9þmw ¢mÊnse ]mT-]p-kvXIw    
  • 5.
    CLASSROOM INTERACTION PROCEDUREEXPECTED PUPIL RESPONSE Introduction Fsâ AbÂho-«n Hcp Ipªp-hm-h-bp-−v. Ahv `£Ww Ign-¡m³ aSnbm-Wv. C¶se cm{Xn Ahv Ahsâ A½ tNmdv sImSp-¡m³ F{X {ian-s¨¦nepw Ah³ Ign-¨n-Ã. C¶se à nem-hpÅ cm{Xn Bbn-cp-¶p. A§-s-bpÅ BImiw ImWm³ à `wKn-b-tÃ. Fs´m-s¡-bm-bn-cp¶p BIm-is¯ C{X atm-l-c-am¡nbsX¶v n§Ä¡-dn-bmtam? A§s ]qÀ®-N-{μs ImWn-¨p-sIm−pw £-{X-§sf ImWn-¨p-sIm−pw A½ Ahs tNmdp Ign-¸n-¨p. n§Ä¡v ]m«p-]m-Sm³ Adn-bmtam? N{μs ]än Adn-bm-hp¶ ]m«v n§Ä¡-cn-bmtam? Hcp-Zm-l-c-W-¯n-v Rm³ Hcp ]m«nsâ c−p-hcn sNmÃmw. A¼n-fn-b-½mhm Xma-c-¡p-¼n-fn-se-´p−v Ip¼n-«n-cn-¸mtWm am-¯vþ sIm¼-m--¸p-d¯v CXp-t]mse ck-I-c-am-bh n§Ä¡v Is−-¯mtam? ]qÀ®-N-{μsâ BIrXn F´mWv ? CXp-t]mse CtX BIr-Xn-bn-epÅ Fs´Ãmw cq]-§-sf-¸än n§Ä¡- dnbmw ? hr¯w F¶-Xnv n§Ä¡v Hcp nÀÆ-Nw ]d-bmtam ? hr¯-¯nsâ Bchpw hymkhpw X½n-epÅ _Ô-sa´v? hr¯w- hf, ]¸Sw Bc-¯nsâ Cc-«n-bmWv hymkw    
  • 6.
    CLASSROOM INTERACTION PROCEDUREEXPECTED PUPIL RESPONSE Presentation Ip«n-Isf {Kq¸p-I-fmbn Xncn-¡p-¶p. Activity – I Hmtcm {Kq¸npw hr¯-am-XrI ÂIp-¶p. XpSÀ¶v hr¯-¯nse hymkw hc-bv¡m³ Bh-iy-s¸-Sp-¶p. AXn-p-tijw Nph-sS-bpÅ tNmZy-§Ä hrà-am-¡m³ Bh-iy-s¸-Sp-¶p. 1. hymkw hr¯s¯ F{X `mK-§-fmbn hn`-Pn-¡p¶p? 2. Ah-bpsS {]tXy-IX F´v? 3. hr¯-¯nsâ hymk-¯nsâ A{K-_n-μp-¡Ä hr¯-¯nsâ atä-sX-¦nepw _nμp-hp-ambn tbmPn-¸n-¡p-t¼mÄ In«p¶ tIm¬ Af-s¶-Sp-¡p-I. Activity – II XpSÀ¶v {]iv-§Ä AS-§nb {]iv-ImÀUp-IÄ Hmtcm {Kq¸npw ÂIp-¶p. 2 Ah Xpey-am-bn-cn¡pw
  • 7.
    CLASSROOM INTERACTION PROCEDUREEXPECTED PUPIL RESPONSE 1. n§-fpsS hr¯-¯nsâ hymkw GXv? 2. hr¯-¯nsâ Nm]w F¶m-se´v? 3. Nm]-¯nsâ tI{μ-tIm¬ F¶m-se´v? Activity – III A[ym-]nI : FÃm-hcpw Ct§m«p {i²nt¨ CsX-´mWv? A[ym-]nI : hr¯-¯nsâ Bcw F{X-bmWv? A[ym-]nI : F¦n ‘r’ Bc-amb hr¯-¯nsâ Npä-fhv F{X-bmWv? A[ym-]nI : Hcp hr¯-¯nsâ BsI tIm¬ F{X? hr¯w r 2r 360 0 r
  • 8.
    CLASSROOM INTERACTION PROCEDUREEXPECTED PUPIL RESPONSE A[ym-]nI : F¦n Rmo hr¯s¯ 360 0 Xpey-`m-K-§-fm-¡n-bm 1 0 tI{μ-tIm-WpÅ Nm]-¯nsâ ofw F{X? A[ym-]nI : 3 0 tI{μ-tIm-WpÅ Nm]-¯nsâ of-sa{X? A[ym-]nI : A§-s-sb-¦n Cu Nn{Xw tm¡q CXn tcJ-s¸-Sp-¯n-bn-cn-¡p¶ tI{μ-tIm¬ F{X-bmWv? F¦n x 0 tI{μ-tIm-WpÅ Nm]-¯nsâ ofw F{X-bmWv?   1 x 2 r 360  3 x 2 r 360  x 0 0 x 2 r 360 x      r  x 0  
  • 9.
    CLASSROOM INTERACTION PROCEDUREEXPECTED PUPIL RESPONSE XpSÀ¶pÅ NÀ¨-I-fn-eq-sSbpw hni-Zo-I-c-W-§-fn-eq-sSbpw x 0 tI{μ- tIm-WpÅ Nm]-¯nsâ ofw 0 x 2 r 360 x  F¶p Ip«n-IÄ A[ym-]n-I- bpsS klm-b-t¯msS Is−-¯p-¶p. XpSÀ¶v NmÀ«v {]ZÀin-¸n-¡p-¶p. Nm]-¯nsâ ofw Nm]-¯nsâ ofw = 0 x 2 r 360 x  x tI{μ-tIm¬ x hr¯-¯n-sâ Bcw       Ip«n-IÄ {i²-tbmsS hmbn-¡p-¶p.    
  • 10.
    APPLICATION/REVIEW Nph-sS-bpÅ {]iv-§Ä AS-§nb{]iv-ImÀUp-IÄ Hmtcm {Kq¸npw ÂIp-¶p. a. Nn{X-¯nse hr¯-¯nsâ Bcw F{X? b. hr¯-¯nse tI{μ-tIm¬ F{X? c. Nm]-¯nsâ ofw ImWpI? FOLLOWUP ACTIVITY 1. hr¯-¯nsâ hymkw 16 sk.-ao, Nm]-¯nsâ ofw 2bpw Bbm tI{μ-tIm¬ Is−-¯pI 2. 25 cm 2 ]c-¸-f-hpÅ hr¯-¯nsâ Nm]-¯nsâ tI{μ-tIm¬ 35 0 BWv. F¦n Nm]-ofw ImWp-I. 10 cm  36 0