advance kids series Math UKG

Maths

uf9f ul/Psf] :yfg jm' g xf] nV] gx' f];\ M

101

Maths

l7s :yfgdf uf]nf] 3/] f -)_ nufpg'xf;] \ M

kfrF f}F ! @ # $ % ^ & * ( !)
t;] |f] ! @ # $ % ^ & * ( !)
5}6fF} ! @ # $ % ^ & * ( !)
gjf}F ! @ # $ % ^ & * ( !)
klxnf] ! @ # $ % ^ & * ( !)
;ftf}F ! @ # $ % ^ & * ( !)
bf];f| ] ! @ # $ % ^ & * ( !)
rf}yf] ! @ # $ % ^ & * ( !)
cf7f}F ! @ # $ % ^ & * ( !)
rfy} f] ! @ # $ % ^ & * ( !)

102

Maths

cufl8 a ]9s ]f a9b\ f] cªs\ sf] cjwf/0fftn em/s] f]

44
33
22
11

a9\bf] cª\s cg';f/ n]Vg'xf;] \ M

& ^%
*(

!! !%!$
!# !@

!& !(@)
!^ !*

103

Maths

36\bf] cª\sx¿ nV] g'xf];\ M

( &^
%*

!% !$
!!

!@ !#

!( !^
!&

!* @)

!( !&!^
!* @)

104

Maths

a9\bf] / 36\bf] cª\sx¿ nV] gx' f];\ M

#!%(&

dfly a9]sf tn em/]sf

$ * @ ^ !)

dfly a9]sf tn em/s] f

%! #! @! $! !!

dfly a9]sf tn em/]sf

( $( @( #( !(

dfly a9s] f tn em/]sf

&) ^) *) () !))

dfly a9s] f tn em/]sf

105

Maths

hf]8 ug{'xf];\ M

^ +#= @ +^=

$ +$= % +%=

* +@ = & + #=
^ +$ = ( + !=
^ +^ = & + &=
* +* = ( + (=
# +# = $ + $=
@ +@ = ! + !=

106

Maths

hf]8 ug{'xf];\ M

!@#$%
+! +@ +# +$ +%

^ & * ( !)
+^ +& +* +( +)

% !*$
+& +# +$ +&

#*^(
+& +@ +$ +!

&(*(
+* +^ +( +&

107

Maths

hf]8 ug'{xf];\ M

!$&(
@%*$
+# +^ +( +!

#&$%
*!$%
+) +& +$ +%

@ +# +$ = & +@ +# =
^ +$ +@ = ( +) +( =
^ +% +$ = ( +* +& =
% +$ +# = # +@ +! =

108

@ /f]x/sf] hf8] ug'{xf;] \ M Maths

!! @@ ## $$
+! ! +@ @ +# # +$ $

#% &* &% @)
+@ @ +) ! +@ @ +@ )

() *( &) ^)
+! ) +@ ) +# ) +$ )

&& !$ ** %)
+@ ! +$ ! +! ) +% )

109

Maths

vfnL 7fpFdf ldNg] cª\s n]Vg'xf;] \ M

&$&^

++++

%*^(

& ( * (

+ + + +

!@ !@ !@ !@

@+ =$ ! + =@
$+ =^ @ + =$
&+ = !) # + =^
*+ = !) $ + =*
%+ = !) % + = !)

110

Maths

36fp cª\s nV] g'xf;] \ M

& – @= ! – #=

* – $= % – %=

^–#= *–$=
!–$= % –%=
$– @= $ –$=
!–!= @–@=
&– @= !) – @ =

111

Maths

36fP/ cª\s n]Vg'xf];\ M

!@###
–! –! –@ –! –@

#$$$$
–# –! –@ –# –$

%%%^^
–! –# –% –# –^

&&&&&
–@ –# –$ –% –&

*****
–# –$ –% –^ –&

(((((
–# –% –^ –* –!

112

b'O{ /fx] /af6 36fpgx' f;] \ M Maths

@@ ## $$ %%
–) ! –@ ! –$ @ –% #

^^ && ** ((
–$ @ –$ # –% @ –& @

(( ** && ^^
–@ ! –@ $ –# $ –$ #

%% $$ ** %)
–@ ! –) $ –! ) –! )

113

Maths

hf8] jf 36fp a'em/] xn ug'{xf];\ M

&–%=

(+#= &
% +#
– ) !@ – % = %
$
%+@= +#

* !@ – & =
+*
#+@+%=

114

Maths

tnsf ;d:ofx¿sf] xn ug'{xf;] \ M

!= gfg;' uF @ j6f xft, afa';uF klg @ j6f
xft 5g\ . b'j} hgfsf] u/L hDdf slt xft
xG' 5g\ <

@= /fh;Fu $ j6f lstfa, /fgL;Fu ^ j6f lstfa
5g\ . b'j} hgf;uF u/L hDdf slt j6f lstfa
eP5g\ <

#= Pp6f ¿vdf & j6f /ftf / $ j6f xl/of
:ofp 5g\ . ¿vsf ;a} :ofp Ps} 7fpF hDdf
kf//] hf]8\bf slt ;ª\Vof xG' 5 <

$= sIffdf !@ hgf s]6f / !# hgf s6] Lx¿
5g\ . ca eGgx' f];\ s6] fs6] L b'js} f] ;ª\Vof
hf8] \bf slt xG' 5 <

115

Maths

tnsf ;d:ofx¿sf] xn ug'{xf;] \ M

!= gfg';Fu ePsf !@ j6f kl] G;ndWo] ^ j6f
afa'nfO{ lbOg\ . ca gfg;' Fu hDdf sltj6f
kl] G;n afsF L /xG5g\ < !@ — ^ Ö

@= ?vdf hDdf !% j6f r/f 5g\ . % cf6] f
r/f p8]/ uP . ca ?vdf slt r/f afFsL
/xG5g\ <

#= ?vdf !^ j6f :ofpdWo] ^ j6f :ofp tn
em/] . ca ?vdf slt j6f :ofp afFsL /x] <

$= sIffdf hDdf @% hgf ljBfyL{ lyP . cfh % hgf
uPn eP5g\ . ca eGg'xf];\ cfh slt hgf
ljBfyL{ xflh/ eP <

116

Maths

Ps, b;sf] cjwf/0ff

!! b]lv @) ;Dd

b; ! / Ps ! = !!

b; ! / Ps @ = !@

b; ! / Ps # = !#

b; ! / Ps $ = !$

b; ! / Ps % = !%

b; ! / Ps ^ = !^

b; ! / Ps & = !&

b; ! / Ps * = !*

b; ! / Ps ( = !(

b; ! / Ps !) = @)

117

Maths

@! bl] v #) ;Dd

b; @ / Ps ! = @!
b; @ / Ps @ = @@
b; @ / Ps # = @#
b; @ / Ps $ = @$
b; @ / Ps % = @%
b; @ / Ps ^ = @^
b; @ / Ps & = @&
b; @ / Ps * = @*
b; @ / Ps ( = @(
b; @ / Ps !) = #)

118

Maths

#! b]lv $) ;Dd

b; # / Ps ! = #!

b; # / Ps @ = #@

b; # / Ps # = ##

b; # / Ps $ = #$

b; # / Ps % = #%

b; # / Ps ^ = #^

b; # / Ps & = #&

b; # / Ps * = #*

b; # / Ps ( = #(

b; # / Ps !) = $)

119

Maths

slt Ps / b; xf] nV] gx' f;] \ M

b; Ps b; Ps

! @!@ ............ ............ !& ............ ............
@& ............ ............
@@ ............ ............ #) ............ ............
#% ............ ............ $( ............ ............
$# ............ ............ %* ............ ............
%! ............ ............ &* ............ ............
^^ ............ ............ *( ............ ............
&& ............ ............ (( ............ ............
** ............ ............

120

hf]8 ug{'xf];\ M b; Ps Maths
b; Ps
#^ b; Ps
@% +#
+@ $%
+#

b; Ps b; Ps b; Ps

@$ %# &@
+$ +# +@

b; Ps b; Ps b; Ps

@& ** ()
+) +! +(

121

Maths

hf8] ug'{xf];\ M

b; Ps b; Ps b; Ps
#% $$ ^&
+# @ +$ $ +# @

b; Ps b; Ps b; Ps
^% %* %)
+@ # +) ) +# *

b; Ps b; Ps b; Ps
&$ &^ *&
+) # +! @ +! !

122

hf]8 jf 36fp ug{'xf;] \ M Maths

& !@
+# +#

& ^ +^ = ^
—# ^–@= —#
!!
# b; + % Ps = —&
!@
* % b; + ) Ps = —@
+$ * +* = !$
—*
*–) =
123
! @ & b; + & Ps =
—#

( cª\ssf] 3/
+( !% (
$ #@ *
) ^
&

Maths

cª\s rqm k'/f ug'{xf;] \ M

^$ ( !@ & *! @
@+ ^ %+ #
&% *
!) %$

& $ ^! # # %@ $ !$
) &+ % ! *+ ^

(& )*

124

Maths

cª\s rqm k/' f ug{'xf;] \ M

&

& *! @ & )! @ $
^ *– # ^ &– #

%$ %$

) ^!
^–
) @ & *! @
^ # ^ (– #

%$ # %$

125

Maths

u0' fgsf] cjwf/0ff

@+@ =$
@×@ =$

@ + @+@ = ^
@×# = ^

@ +@ +@+@ = *
@ ×$ = *

@ +@ +@ + @ +@ = !)
@ ×% = !)

126

p:t} ;fg'{xf;] \ M # t;] |f] Maths

! klxnf] @ bf];|f] $ rfy} f]

....................... ....................... ....................... .......................

....................... ....................... ....................... .......................

....................... ....................... ....................... .......................

% kfFrfF} % 5}6fF} & ;ftf}F * cf7fF}

....................... ....................... ....................... .......................
....................... ....................... ....................... .......................
....................... ....................... ....................... .......................

( gjfF} !) b;f}F

....................... .......................
....................... .......................
....................... .......................

127

Maths .................. ..................

hf8] f ldnfP/ n]Vg'xf;] \ M

! t];f| ]

@ kfFrf}F .................. ..................

# klxnf] .................. ..................

$ gjfF} .................. ..................

% bf];f| ] .................. ..................

^ rf}yf] .................. ..................

& 5}6f}F .................. ..................

* b;fF} .................. ..................

( ;ftf}F .................. ..................

!) cf7f}F .................. ..................

128

Maths

hf]8 / u0' fg ug{'xf];\ M

@+@=$ ......... + ......... = .........
@ sf] @ ;d"x = $
@×@=$ ...... sf] ....... ;d"x = .......

......... × ......... = .........

......... + ......... = ......... .....+......+...... +......+ = .......

...... sf] ....... ;dx" = ....... ...... sf] ....... ;d"x = .......

......... × ......... = ......... ......... × ......... = .........

......+......+......+......=......... ......+......+......+......=........

...... sf] ....... ;d"x = ....... ...... sf] ....... ;d"x = ........

......... × ......... = ......... ......... × ......... = .........

129

Maths

slt j6f ;d"x 5g\ <

............ sf] ;d"x

@ ×$=

............ ............

# ×@=

............ ............

....... × ....... =

............ ............

%....... × =

............ ............

^ × ....... =

130

Maths

# j6f uf]nfsf/sf] @ ;d"x sfg] '{xf;] \ M

# j6f lqeh' sf] # ;d"x sfg] '{xf];\ M

# j6f rf/jm' gs] f] $ ;d"x sfg] {'xf];\ M

131

Maths

@ sf] u0' fgåf/f yf]Knfx¿ hf]8\g'xf];\ M

#)

!^
$*

@ ^)

132

% sf] u0' fgåf/f yf]Knfx¿ hf]8\gx' f;] \ M Maths
%) %% ^) &%
$% ^%
&)
$)

#%

#) *)
@% *%

@)
!% ()

!) (%
% !))

133

Maths

@ sf] u0' fgsf] tflnsf k'/f ug'{xf];\ M

@ Psfg @ @ × ! = @
@ b'gf $ @ × @ = $
@ ltofF ^ @ × # = ^
@ rfs} f] * @ × $ = *
@ kGr] !) @ × % = !)
@ 5sf !@ @ × ^ = !@
@ ;ftf !$ @ × & = !$
@ cf7f !^ @ × * = !^
@ gf} !* @ × ( = !*
@ b;+ @) @ × !) = @)

134

Maths

# sf] u0' fgsf] tflnsf k'/f ug'{xf];\ M

# Psfg # # × ! = #

# b'gf ^ # × @ = ^

# ltofF ( # × # = (

# rf}sf] !@ # × $ = !@

# kGr] !% # × % = !%

# 5sf !* # × ^ = !*

# ;ftf @! # × & = @!

# cf7f @$ # × * = @$

# gf} @& # × ( = @&

# b;+ #) # × !) = #)

135

Maths ^ ..................
!% ..................
hf]8f ldnfP/ nV] gx' f;] \ M $ .....r..f./..........
@! ..................
@ b'gf !) ..................
# ltofF @$ ..................
@ kfFr !$ ..................
# kfFr !^ ..................
@ ;ft ( ..................
# ;ft ^ ..................
@ cf7
# cf7
@ ltofF
# ltofF

136

u'0fg ug'{xf];\ M Maths

#×%= @×!=
@×%= #×!=
#×$= @×^=
@×$= #×^=
#×&= @×&=
@×*= #×*=
#×#= @×)=
@×@= #×)=
#×(= @ × !) =
@×(= # × !) =

tnsf] tflnsf eg'{xf;] \ M #$%

×) ! @ (
@$
#) 137

Maths

$ sf] u'0fgsf] tflnsf k/' f ug{'xf;] \ M

$ Psfg = $ $× ! = $
$ bg' f
$ ltofF = * $ *× ........... =
$ rf}sf]
$ ............. × ........... =
$ ............. $ !@= ...........
$ ;ftf
$ $= ...........× = ...........
.............
= @) $ × ........... = @)
$
$ gf} = @$ $ × ........... = @$
$ b;+
$ @*= ...........
× ........... =

= #@ $ × * = ...........

×$ (= ........... = ...........

× ........... =
$ $)= ...........

138

Maths

% sf] u0' fgsf] tflnsf k'/f ug'{xf];\ M

% Psfg =% % !× = ...........
% bg' f
% ltofF = !) % × ........... = !)
% rfs} f]
% ............. = !% % #× = ...........
% .............
% ;ftf @) %= × ........... = ...........

............. = @% % × % = @%

% = #) % × ........... = #)
% gf}
% b;+ = #% % × ........... = #%

= $) % *× = ...........

= $% % × ( = ...........

= %) % × ........... = %)

139

Maths

sf]7f eg'{xf;] \ M

× ^ & * ( !)
@ !^
# !*
×!@#$%
$ !@
%%
× ^ & * ( !)
$ @*
% $)

140

Maths

u0' fg rqm k'/f ug{'xf;] \ M

& *! @ $ ( !) ! @#
^ @× # $
* # ×
%$ & ^
%

!*

%) % #^

( !) ! @# ( !) ! @#
* % × $ * $ × $ !@
& ^ & ^
% %

141

Maths

u'0fg ug{'xf];\ M

@#$%
×@ ×# ×$ ×^

@#$%
×! ×! ×! ×!

@#$%
×& ×& ×& ×&

@#$%
×( ×( ×( ×(

!!! !
×! ×! ×! ×!

u0' fg × u0' fg

142

Maths

;dosf] cjwf/0ff

!) ah] ! ah] # ah]

38L x/] /] ;do n]Vg'xf;] \ M

!! ah] ================ ================

================ ================ ================

143

Maths

l8lh6n 38L

;ft ah] ========== ah] ========== ah]

;do nV] gx' f;] \ M

bO' { ah] @M))

kfrF ah]

5 ah]

b; ah]

!! ah]

!@ ah]

144

Maths

38Ldf ;O' { agfP/ ;do atfpgx' f];\ .

tkfO{F laxfg slt ah] p7\gx' 'G5 <

tkfO{F slt ah] :jm' n hfgx' G' 5 <

tkfO{F /ftL slt ah] ;T' gx' G' 5 <

145

Maths

jfSo k'/f ug'{xf];\ M
;xofu] L zAbx¿

nfdf], 5f]6f], af/, 38L,
bO' {, Ps, ufn] fsf/,
Ps, rf}la;

!= of] ========================= xf] .
@= o;sf] cfsf/ ========================= 5 .
#= 38Ldf ========================= ;O' { xG' 5g\ .
$= ldg]6sf] ;O' { ========================= x'G5 .
%= 306fsf] ;'O{ ========================= xG' 5 .
^= 38Ldf ========================= cª\sx¿ xG' 5g\ .
&= Ps lbgdf ========================= 306f xG' 5 .
*= ;f7L ldg6] sf] ========================= 306f x'G5 .
(= ;f7L ;s] ]G8sf] ========================= ldg]6 xG' 5 .

146

Maths

Sofn]G8/sf] cjwf/0ff

sflt{s @)&# zlg
6
Oct/Nov - 2016 13
20
cfOt ;fd] d+un a'w lalx z'qm 27
12 345

7 8 9 10 11 12
14 15 16 17 18 19
21 22 23 24 25 26
28 29 30

!= of] ========================= dlxgf xf] .
@= of] dlxgfdf ========================= lbg 5g\ .
#= sflt{s ! ut] ========================= k5{ .
$= sflt{s dlxgfdf ========================= zlgaf/ 5g\ .
%= Ps xKtfdf ========================= lbg x'G5g\ .
^= Ps jif{df ========================= dlxgf xG' 5g\ .
&= j}zfv jif{sf] ========================= dlxgf xf] .
*= sflt{s jif{sf] ========================= dlxgf xf] .
(= @)&# gk] fnL ========================= xf] .
!)= @)!^ cª\uh]| L ========================= xf] .

147

Maths

ljleGg cfsf/ / k|sf/x¿sf] 1fg

of] uf]nfsf/ xf] .
o;df jm' g} /]vf xbF' }g .

7n' f] demf}nf] ;fgf]
of] ju{ xf] .
o;sf rf/ eh' f ;dfg xG' 5g\ .

of] lqe'h xf] .
o;sf ltg eh' f xG' 5g\ .

148

Maths

of] ========================= xf] .
o;sf ============== e'hf xG' 5g\ .

of] ========================= xf] .
o;sf] jm' g} ljz]if ================ xFb' }g .

of] ========================= xf] .
o;sf ================ j'mgf xG' 5g\ .

149

Maths

hf8] f ldnfP/ cfsf/ sfg] {'xf;] \ M

ju{÷juf{sf/

cfotsf/

ufn] fsf/

lqeh'

tf/f

cG8fsf/

150