A sample of lesson plan
Maths
lbg ;q ;do M ! 306f #)
ldg]6
kf7 zLif{s
M d=;= / n=;= lzIf0f
kl/ro M o;
;qdf ;xefuLx?nfO{ v08Ls/0fsf] k'g/fjnf]sg ub{} b'O{ jf tLg cleJo~hssf] d=;= /
n=;=sf] lzIf0f ug{ ;xh agfpg] u/L ;];g tof/ ul/Psf] 5 .
p2]Zo M o;
;qsf] cGTodf ;xefuLx? lgDg sfo{df ;Ifd x'g]5g\ .
-s_ d=;= /
n=;=sf] wf/0ff lbg,
-v_ d=;=/
n=;= ;DaGwL b'O{ jf tLg cleJo~hssf] ;d:ofx? ;dfwfg ug{] l;ksf] ljsf; ug{ .
z}lIfs
;fdu|Lx? M k]lG;n sDkf;, sf8{af]8{ k]k/, s}+rL, ;fOgk]g cflb .
lzIf0f
l;sfO lqmofsnfk
r/0f÷/0fgLlt
;do lqmofsnfkx?
· ;xefuLx?nfO{
v08Ls/0fsf] k'g/fjnf]sgsf] nflu lgDg lnlvt ;d:ofx? JolQmut ?kdf ug{ nufO{
;d"xdf 5nkmn u/fpg] .
x2-1, 8x3-y3,
4x2+9x+5, a4-5a2+4
· 12
/
18 sf]
cnu cnu u'[0fgv08 kQf nufO{ Set sf] dfWodaf6 z}lIfs ;fdu|L agfpg nufO{ ;femf u'0fgv08, ;femf / afFsL
u'0fgv08 k|of]u u/L d=;=/ n=;=sf] wf/0ff lng] / s'g} Ps ;d"xnfO{ k|:t't
ug{ nufpg] .
· lqmofsnfkx? M 1, 2, 3, 4 ............u/L .................;d"x ljefhg
ul/g]5 .
· Home Group sf k|To]s
;xefuLx?nfO{ km/s km/s k|Zgx? kg{] u/L k|Zg ljt/0f ug{] . ;f]xL u|'kdf
cf–cfkm\gf k|Zg xn ug{ nufpg] . -cfjZos k|Zgx? cg';"rLdf lbOPsf] 5 .
· x/]s u|'ksf 1/1, 2/2 kg{] u/L ;f]xL
k|Zgsf] pko'Qm tyf ;/n ljlw s'g s'g x'g ;S5g\ ;d"xdf 5nkmn ug{ nufO{ x/]s
;d"xdf k|:t't ug{ nufpg] .
· ;d"xdf
k|:t'tL kl5 klg s]xL ;d:of eP km]l/ k'/fg} Home Group df 5nkmn ug{ nufpg] . cfjZostf cg';f/ ;xhstf{n]
pko'Qm ljlw / ;/ntf 5'6\ofO{ k[i7kf]if0f k|bfg ug{] .
· Home Group df /x]sf]
;d:ofnfO{ 1/1 cnu cnu k|zg lbO{
cfkm" cfkm"n] xn u/L cfˆg} u|'kdf 5nkmn u/L rfn' ;qnfO{ lgisif{df
k'¥ofpg] .
A -
x2y - xy2 / x3y - xy3
B -
6(p2+p-2) / x3y - xy3
C -
m2 - n2 , m - n / m3 - n3
D -
x4+x2y2+y4 / x2 - xy + y2
k|ltlaDa M
n=;=÷d=;=sf ;d:ofnfO{ ;dfwfg ug{sf nflu pko'Qm ljlw 5gf]6 u/L k|efjsf/L lzIf0f
ug{ ;Ifd .
cg';"rL
A -
x2- 1 / x3 + 1
B -
x2-7x+1 / x2 + 3x -18
C -
a2 + 2ab+b2-c2 / a2 - b2 + ac
- bc
D -
8x3 + 27y3, 8x3 - 27y3 / 4 x2 - 9y2
E -
.............................
F - ............................
;xefuLsf] l;sfOsf] cj:yfnfO{ dWogh/ /fvL lqmofsnfksf
;d:?ofx?df km]/abn ug{ ;Sg'x'g]5 .
lbg M klxnf]
;q M t];|f] ;do M !=%
306f
kf7zLif{s
M j[Q -k|of]ufTds k/LIf0f_
kl/ro M
;xefuL lzIfsx?n] j[Q ;DaGwL k|of]ufTds k/LIf0f ;xh 9+un] lzIf0f ug{ ;s'g\ eGg]
clek|fon] of] ;];g tof/ kfl/Psf] 5 .
p2]Zo KM
o; ;qsf] cGTodf ;xefuL lzIfsx? lgDg sfo{ ug{ ;Ifd x'g]5g\ .
!=j[Q;DaGwL
k|fljlws zAbx?sf] kl/efiff lbg .
@=
j[Q;DaGwL ;fWonfO{ k|of]ufTds ljlwaf6 k|dfl0ft ug{ .
;fdu|L M
cfjZos ;fdu|: ;lxtsf] Hofldlt aS;, sf8{af]8{, s}+rL
lqmofsnfkx?
M
r/0f÷/0fgLlt
;do lqmofsnfkx?
JolQmut
?kdf kl/efiff n]Vg'xf];\ -!) ldg]6_
s_ j[Qsf]
s]Gb|Lo sf]0f
v_ j[Qsf]
kl/lwsf] sf]0f
u_ j[Qsf]
rfk
– @=% ;]=dL= Jo;fw{
ePsf] Pp6f j[Q lvrL Pp6} rfkdf cfwfl/t s]Gb|Losf]0f / kl/lwsf] sf]0f lvRg'xf];\
/ gfKg'xf];\ . -% ldg]6_
– hf]8Ldf lgisif{
lgsfNg'xf];\ .%
– hf]8Lsf] pQ/nfO{
%÷% hgfsf] ;d"xdf nuL ;d"xut ?kdf k|:t't ug'{xf];\ . !)
– o; ;qdf
;xefuLx?nfO{ b'O{ ;d"xdf ljefhg ug{] / lgDg lnlvt @ j6f k|Zgx? lbg] .
– s'g} j[Qsf] Pp6}
rfkdf ag]sf] s]Gb|Lo sf]0f kl/lwdf ag]sf] sf]0fsf] b'O{u'0ff x'G5 egL
k|of]uåf/f k|dfl0ft ug'{xf];\ . -slDtdf @=% ;]=dL Jof;fw{ ePsf @ j6f j[Q
agfpg'xf];\ .
– j[Qsf] Pp6} rfkdf
cfwfl/t kl/lwsf sf]0fx? a/fa/ x'G5g\ egL k|of]uåf/f k|dfl0ft ug'{xf];\ .
-cw{Jof; @ ;]=dL= ePsf @ j6f j[Q agfpg'xf];\ .
– k|of]ufTds k/LIf0f
ug{ cfjZos ;fdu|Lx? ljt/0f ug{] / dflysf] ;d:of ;d"xut ?kdf ;dfwfg ug{
nufpg], ;xhstf{n] cfjZos k/]df ;xof]u ug{] . -h;df k|of]ufTds k/LIf0fsf r/0fx?
lbPsf] s'/f, tflnsf lgdf{0f ug{] tl/sf / lgisif{ n]Vg] tl/sf k5{g\ .
– ;d"xut ?kdf
k|:t't ug{ nufpg] . ;xefuLsf] lh1f;f s]xL eP 5nkmndf Nofpg] / lgisif{df k'Ug
;xof]u ug{] .
– dflysf @ j6f
;d"xn] tof/f kf/]sf lgisif{sf af/]df 5nkmn ug{] .
– dflysf k|Zg g+= @
;d"xdf ;f6f;f6 u/L k'gM ;d"xdf xn ug{ nufpg] .
– b'j} ;d"xn]
xn ul/;s]kl5 ;d"xut ?kdf k|:t't ug{ nufO{ cfjZos k[i7kf]if0f ;lxt ;qsf]
cGTo ug{] .
d"Nofª\sg
M o; ;qdf k|of]u ul/Psf] ljlw sIffsf]7f lzIf0fdf k|of]u ug{ ;Dej 5÷5}g
d"Nofª\sg ug'{xf];\ .
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