Annual Education Results Report 2012

7/30/2019 Annual Education Results Report 2012

1/37


2/37

Oi`xe`xs

Aooiu`xafdcdxt _xaxege`x ...................................................................................................................................... ?

_uggavt in Aooigrcdsmge`xs .............................................................................................................................. 8Ioxifev 6216 Aooiu`xafdcdxt Rdccav I~evacc _uggavt ............. ............. ............. ............. ............. ............. ............. . 5

Ioxifev 6216 Aooiu`xafdcdxt Rdccav I~evacc _uggavt N@GD ........... ............. ............. ............. ............. ............. ... >

Geasuve E~acuaxdi` Veneve oe -Irxdiàc$ ............. ............. ............. ............. ............. ............. ............. ............. ..... iv give Hdrciga E}agdàxdi`s ft xme e`h in xmedv ?vh teav in mdlm somiic-irxdiàc$ ............................................................................................................................................................ 6>

Revoe`xale in sxuhe`xs |vdxd`l 1 iv give Hdrciga E}agdàxdi`s ft xme e`h in xmedv ?vh teav in mdlm somiic# ftoiuvse a`h sufkeox -irxdiàc$ ............................................................................................................................. 6>

Liac X|i; Xva`snivgeh Ehuoaxdi` xmviulm Oiccafivaxdi` ............. ............. ............ ............. ............. ............. ..... ?1

Liac Xmvee; _uooess niv Ndvsx @axdi`s# Gxds a`h Dùdx -N@GD$ _xuhe`xs ........... ............. ............. ............. ......... ?>

Nuxuve Omacce`les -irxdiàc$ .............................................................................................................................. ? =?.5 D`xevgehdaxe Heocdèh DssueHdrciga; E}oecceòe 15.5 1 1=..6 54.? 54.5 D`xevgehdaxe Heocdèh Dssue\ivj Rveravaxdi`


6/37

Hid`l \maxs Fesx niv Jdhs Rale >

Ioxifev 6216 Aooiu`xafdcdxt Rdccav I~evacc _uggavt N@GD

_xuhe`x Ceav`d`l Irrivxu`dxdes `)aHvir Iux Vaxe 5.8 4.5 12.8 12.4 ^evt Mdlm Dgrvi~eh

_dl`dndoa`xct E}oecce`xMdlm _omiic Oigrcexdi` Vaxe -?tv$ 56.2 56.= ?=.6 ?>.2 D`xevgehdaxe Dgrvi~eh Liih

_xuhe`x Ceav`d`l Aomde~ege`x

-Lvahes J'4$ Aooerxafce

RAX; Aooerxafce


7/37

Hid`l \maxs Fesx niv Jdhs Rale .?1 >>.?1 ' 5 5 ' 2 ' 122.22Hvir Iux Vaxe 122.22 ' 4.82 4.82 ' >.42 >.42 ' 8.66.?> >6.?> '


8/37

Hid`l \maxs Fesx niv Jdhs Rale =

Liac Iè; _uooess niv E~evt sxuhe`xIuxoige; _xuhe`xs hegi`sxvaxe rvindodeòt d` cdxevaot a`h ùgevaot.

RAX Vesucxs ft @ugfevE`vicceh ' I~evacc revoe`xale in sxuhe`xs d` Lvahes ?#> a`h 4 |mi aomde~eh xme aooerxafce sxa`havh a`hi~evacc revoe`xale |mi aomde~eh xme sxa`havh ine}oecceòe i` Rvi~dòdac Aomde~ege`x Xesxs -i~evaccoimivx vesucxs$.

I~evacc Auxmivdxt -vequdveh$ .2 ?2.2Rvi~dòe `)a `)a `)a `)a `)a `)a

E`lcdsm Ca`luale Avxs > Auxmivdxt =?.1 61. 62.2 4?.1 12.? 42.? 2.2 122.2 1>.1 46.2 1=.2Rvi~dòe =


9/37

Hid`l \maxs Fesx niv Jdhs Rale 4

Dn auxmivdxt mah sex a xavlex niv 6211)16 d` xme xmvee teav ehuoaxdi` rca` 6211)16 621?)18# dòcuhe dx d` xme sraoe rvi~dheh niv eaom vequdveh geasuve.

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ugfev in sxuhe`xs ds cess xma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$.

Oigge`xavt i` vesucxs# suom as oi`xe}xuac d nivgaxdi`# naoxivs anneoxd l

revnivgaòe iv aoxdi`s xaje` ft xme kuvdshdoxdi` xmax gat ma~e oi`xvdfuxeh xi

e~acuaxdi`s in Dgrvi~eh iv Dgrvi~eh sdl`dndoa`xct i` Aooiu`xafdcdxt Rdccav

geasuves# gat fe d ocuheh.

I~evacc# NGR_H suooess niv e~evt sxuhe`x ds i` rav |dxmrvi~dòdac aomde~ege`x xesx vesucxs.

AD_D Otoce Niuv niouseh i` oviss oi`xe`x cdxevaot._xvaxeldes xi oigrveme`h ~avdius xtres in xe}x |evee}rcdodxct xaulmx. Xmese sxvaxeldes# xva`snevveh aovissoi`xe`x aveas gat ma~e oi`xvdfuxeh xi sxuhe`xaomde~ege`x.

_xuhe`xs d` Lvahe ? iuxrevnivgeh ixmev sxuhe`xs dÀcfevxa d` E`lcdsm Ca`luale Avxs# Nveòm Ca`luale Avxs#a`h Gaxmegaxdos.

Quacdxaxd~e haxa d`hdoaxes xeaomevs# |dxm oiaomd`l surrivx#nuvxmev xva`snevveh jì|cehle in Ndvsx _xers d` Cdxevaotsxvaxeldes a`h arrviaomes xi d`sxvuoxdiàc rvaoxdoe Xmds|as ravxdoucavct e~dhe`x niv Hd~dsdi` Iè -_xuhe`xs d`Lvahes 1 ?$.

_xuhe`xs d` Lvahe > iuxrevnivgeh ixmev sxuhe`xs dÀcfevxa d` E`lcdsm Ca`luale Avxs# Nveòm Ca`luale Avxs#Gaxmegaxdos# a`h _odeòe.

A oiggi` feòmgavjd`l xiic |as d`xvihuoeh aovisshdsxvdox somiics Lvahes 1 xi >. Xmds rvi~dheh oiggi`xavlexs niv veahd`l assessge`x.

Aveas niv oi`xdùius dgrvi~ege`x dòcuhe dòveasd`l

sxuhe`x aomde~ege`x d` Lvahe > _iodac _xuhdes# Lvahe 4E`lcdsm Ca`luale Avxs# Gaxmegaxdos# _iodac a`h _iodac_xuhdes.

Vesucxs d` sxuhe`x aomde~ege`x d` Jì|cehle a`hEgrcitafdcdxt rvilvag in sxuht vequdve dòveaseh axxe`xdià`h surrivx hue xi i~evacc ci|ev vesucxs xma` d` rve~diusteavs.

_urrivxeh xme use in Oaàhda` Aomde~ege`x Xesx -OAX$ Dâs a Hdsxvdox'|dhe sovee`d`l xiic xi rve'assess ga`t in xmeceavèv iuxoiges d` xme rvi~dòdac ouvvdoucug a`h xisurrivx xme Hdsxvdoxs nious i` dòveasd`l sxuhe`x cdxevaota`h ugevaot sjdccs a`h d` ahhdxdi` xi rvi~dhd`l somiic'faseh d`xev~e`xdi`s xi surrivx sxuhe`x ceav`d`l.

D`xvihuoeh veseavomeh'faseh veahd`l d`xev~e`xdi`s xisurrcege`x xme Hdsxvdox'|dhe Ndvsx _xers xi Cdxevaot._xuhe`x vesri`ses xi veahd`l d`xev~e`xdi`s rvi~dheh aveì| fed`l give enneoxd~ect geasuveh.

Oi`xdùe xvad`d`l xeaomevs d` Ndvsx _xers d` Cdxevaot a`hsurrivx niv ceav`d`l xi xeaomd`l rvaoxdoes.

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in vesri`he`xs dscess xma` >. _urrvessdi` ds gavjeh |dxm a asxevdsj -+$.

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Aooerxafce _xa`havh %

_xa`havh in E}oecceòe %


10/37


Lvarm in Rvi~dòdac Aomde~ege`x Xesx Vesucxs ft Oiuvse -irxdiàc$

Z@i Haxa niv Nvaàds ?W

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in sxuhe`xs ds c ess xma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$.

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

E`lcdsm Ca`luale Avxs ?



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Nveòm Ca`luale Avxs ?



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Gaxmegaxdos ?



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

E`lcdsm Ca`luale Avxs >



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Nveòm Ca`luale Avxs >




11/37



Z@i Haxa niv Nvaàds >W

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in sxuhe`xs ds c ess xma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$.

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Gaxmegaxdos >



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

_odeòe >



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

_iodac _xuhdes >



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

E`lcdsm Ca`luale Avxs 4



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

E`lcdsm Ca`l Avxs 4 JAE




12/37



Z@i Haxa niv Nvaàds 4W

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in sxuhe`xs ds c ess xma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$ .

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Nveòm Ca`luale Avxs 4



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Gaxmegaxdos 4



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

Gaxmegaxdos 4 JAE



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

_odeòe 4



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

_odeòe 4 JAE




13/37

Hid`l \maxs Fesx niv Jdhs Rale 1?



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

_iodac _xuhdes 4



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucxs-%$

_iodac _xuhdes 4 JAE




14/37


RAX Vesucxs Oiuvse Ft Oiuvse _uggavt ft E`vicceh |dxm Geasuve E~acuaxdi`-irxdiàc$

@ % @ % @ % @ %

E`lcdsm Ca`luale Avxs ? Aooerxafce _xa`havh D`xevgehdaxe Dgrvi~eh Liih ?=6 ==.6 ?14 =8.=4=1.4 86#686=1.>_xa`havh in E}oecceòe êvt Mdlm Dgrvi~eh _dl`dndoa`xct E}oecce`x ?=6 ?2.> ?14 14.2 88#>=462.8 86#6861=.8

Nveòm Ca`luale Avxs ? Aooerxafce _xa`havh Mdlm Gad`xadèh Liih 86 42.5 ?? =4.8 ?#?


15/37


Geasuve E~acuaxdi` Veneve`oe ' Aomde~ege`x E~acuaxdi`

Aomde~ege`x e~acuaxdi` ds faseh uri` a oigravdsi` in Ouvve`x Teav haxa xi a sex in sxa`havhs |mdom vegad` oi`sdsxe`x i~ev xdge. Xme _xa`havhsave oacoucaxeh ft xajd`l xme ? teav a~evale in fasecd`e haxa niv eaom geasuve aoviss acc somiic kuvdshdoxdi`s a`h oacoucaxd`l xme 5xm# 65xm# .2> >.2> ' 11.?5 11.?5 ' 1>.4? 1>.4? ' 62.62.>= >2.>= ' Aooerxafce _xa`havh 2.22 ' 81.>4 81.>4 '


16/37

Hid`l \maxs Fesx niv Jdhs Rale 1>

Iuxoige; _xuhe`xs aomde~e ehuoaxdiàc iuxoiges.

Hdrciga E}ag Vesucxs ft_xuhe`xs \vdxd`l ' I~evacc revoe`xale in sxuhe`xs |miaomde~eh xme aooerxafce sxa`havh a`h i~evaccrevoe`xale in sxuhe`xs |mi aomde~eh xme sxa`havh ine}oecceòe i` Hdrciga E}agdàxdi`s -i~evacc vesucxs$.

I~evacc

Auxmivdxt -vequdveh$ =5.4 62.2 = 14.2 = 1=.

Hdrciga E}ag Oiuvse ftOiuvse Vesucxs ft _xuhe`xs \vdxd`l -irxdiàc$

E`lcdsm Ca`l Avxs ?2'1 Auxmivdxt 4?.= 62.= ==.4 11.> =5.4 4.8 =4.6 =.1 ==.8 11.> =4.2 16.2Rvi~dòe =.1 16.? =5.1 12.1 =8.8 12.1 =>.2 11.?

E`lcdsm Ca`l Avxs ?2'6 Auxmivdxt ==.6 11.? 4?. 4.1 =4.5 12..5 14.2Ruve Gaxmegaxdos ?2 Auxmivdxt =>.2 ?6.4 =4.1 ?2.8 =>. =?..? =6.4 64.


17/37


=2

122

622= 6224 6212 6211 6216

Vesucx-%$

E`lcdsm Ca`l Avxs ?2'6



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

Nve`om Ca`l Avxs ?2'1



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

Ruve Gaxmegaxdos ?2



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

Arrcdeh Gaxmegaxdos ?2




19/37


Hdrciga E}agd`axdi` Vesucxs ft Oiuvse -irxdi`ac$

Z@i Haxa niv _iodac _xuhdes ?2W

Z@i Haxa niv Omegdsxvt ?2 IchW


2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

_iodac _xuhdes ?2'1



2

62

82

>2

=2

122

622= 6224 6212 6211

Vesucx-%$

_iodac _xuhdes ??



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

_iodac _xuhdes ?2'6



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

Fdicilt ?2




20/37


Hdrciga E}agdàxdi` Vesucxs ft Oiuvse -irxdiàc$

Z@i Haxa niv Rmtsdos ?2 IchW

Z@i Haxa niv _odeòe ?2W

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in sxuhe`xs ds cess xma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$.

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

Omegdsxvt ?2



2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

Rmtsdos ?2




21/37


Hdrciga E}ag Vesucxs Oiuvse ft Oiuvse _uggavt |dxm Geasuve E~acuaxdi` -irxdi`ac$

@ % @ % @ % @ %

E`lcdsm Ca`l Avxs ?2'1

Aooerxafce _xa`havh Ci| Gad`xad`eh Dssue 1


22/37


Geasuve E~acuaxdi` Veneveòe ' Aomde~ege`x E~acuaxdiÀomde~ege`x e~acuaxdi` ds faseh uri` a oigravdsi` in Ouvve`x Teav haxa xi a sex in sxa`havhs |mdom vegad` oi`sdsxe`x i~ev xdge. Xme _xa`havhsave oacoucaxeh ft xajd`l xme ? teav a~evale in fasecdè haxa niv eaom geasuve aoviss acc somiic kuvdshdoxdi`s a`h oacoucaxd`l xme 5xm# 65xm# 1?.8> ' 62.== 62.== ' 6.22 4>.22 ' 122.22_xa`havh in E}oecceòe 2.22 ' 2.22 2.22 ' ?.1? ?.1? ' =.>5 =.>5 ' 11.>1 11.>1 ' 122.22

Nveòm Ca`l Avxs ?2'1 Aooerxafce _xa`havh 2.22 ' =>.2> ' 46.1= 46.1= ' 122.22_xa`havh in E}oecceòe 2.22 ' >.15 >.15 ' 1=.8> 1=.8> ' 64.?= 64.?= ' ?8.>6 ?8.>6 ' 122.22

Arrcdeh Gaxmegaxdos ?2 Aooerxafce _xa`havh 2.22 ' 11.?> ' 61.=2 61.=2 ' ?>.=1 ?>.=1 ' 122.22

@ixes;

Xme va`le in ~acues ax eaom e~acuaxdi` ce~ec ds d`xevrvexeh as lveaxev xma` iv equac xi xme ci|ev ~acue# a`h cess xma` xme mdlmev ~acue. Niv xme êvtMdlm e~acuaxdi` ce~ec# ~acues va`le nvig lveaxev xma` iv equac xi xme ci|ev ~acue xi 122%.

Aomde~ege`x E~acuaxdi` ds ìx oacoucaxeh niv oiuvses xmax hi ìx ma~e sunndode`x haxa a~adcafce# edxmev hue xi xii ne| kuvdshdoxdi`s innevd`l xmeoiuvse iv feoause in oma`les d` e}agdàxdi`s.

Niv eaom kuvdshdoxdi`# dgrvi~ege`x e~acuaxdi` oi`sdsxs in oigravd`l xme Ouvve`x Teav vesucx niv eaom geasuve |dxm xme rve~dius xmvee'teav a~evale.A omd'squave sxaxdsxdoac xesx ds useh xi hexevgdè xme sdl`dndoaòe in xme dgrvi~ege`x. Xmds xesx xajes d`xi aooiu`x xme sd{e in xme kuvdshdoxdi` d` xme

oacoucaxdi` xi gaje dgrvi~ege`x e~acuaxdi` nadv aoviss kuvdshdoxdi`s in hdnneve`x sd{es.Xme xafce feci| smi|s xme hend`dxdi` in xme 5 dgrvi~ege`x e~acuaxdi` ce~ecs faseh uri` xme omd'squave vesucx.

Xme i~evacc e~acuaxdi` oigfdès xme Aomde~ege`x E~acuaxdi` a`h xme Dgrvi~ege`x E~acuaxdi`. Xme xafce feci| dccusxvaxes mi| xme Aomde~ege`xa`h Dgrvi~ege`x e~acuaxdi`s ave oigfdèh xi lex xme i~evacc e~acuaxdi`.

Heocdèh _dl`dndoa`xct ?.=8 * -ouvve`x 3 rve~dius ?'teav a~evale$Heocdèh 1.22 ' ?.=? -ouvve`x 3 rve~dius ?'teav a~evale$Gad`xadèh cess xma` 1.22Dgrvi~eh 1.22 ' ?.=? -ouvve`x 0 rve~dius ?'teav a~evale$Dgrvi~eh _dl`dndoa`xct ?.=8 * -ouvve`x 0 rve~dius ?'teav a~evale$

Dgrvi~eh _dl`dndoa`xct E}oecce`x Liih Liih Liih AooerxafceDgrvi~eh E}oecce`x Liih Liih Aooerxafce DssueGad`xadèh E}oecce`x Liih Aooerxafce Dssue Oiòev`Heocdèh Liih Aooerxafce Dssue Dssue Oiòev`Heocdèh _dl`dndoa`xct Aooerxafce Dssue Dssue Oiòev` Oiòev`


23/37

Hid`l \maxs Fesx niv Jdhs Rale 6?

Mdlm _omiic Oigrcexdi` Vaxe revoe`xales insxuhe`xs |mi oigrcexeh mdlm somiic |dxmd` xmvee#niuv a`h nd~e teavs in e`xevd`l Lvahe 12.

\dxmd` ? Teavs Auxmivdxt -vequdveh$ >>.4 >4.?


24/37


Hvir Iux Vaxe ' a`ùac hviriux vaxe in sxuhe`xs aleh 18 xi 1= Auxmivdxt -vequdveh$ .5 8.= 1.2 1.2Rvi~dòe -irxdiàc$ 5.2 8.= 8.? 8.6 ?.6

Vexuv`d`l Vaxe Auxmivdxt -irxdiàc$ 64.5 62.> 62.2 6?.8 68.> 65.2Rvi~dòe -irxdiàc$ 61.? 14.= 6?.5 6


25/37


Revoe`xale in sxuhe`xs |vdxd`l niuv iv give Hdrciga E}agdàxdi`sft xme e`h in xmedv xmdvh teav in mdlm somiic.

Auxmivdxt -vequdveh$ 86.? ?=.4 ?=.5 ?5.5 85..2Rvi~dòe -irxdiàc$ 5?.> 5?.? 5?.5 58.4 5>.6

Oigge`xavt i` vesucxs# suom as oi`xe}xuac d nivgaxdi`# naoxivs anneoxd lrevnivgaòe iv aoxdi`s xaje` ft xme kuvdshdoxdi` xmax gat ma~e oi`xvdfuxeh xi



Vesucxs in xme ùgfev in sxuhe`xs |vdxd`l niuv iv giveRvi~dòdac Hdrciga E}agdàxdi`s dòveaseh 12 revoe`xalerid`xs. Xmds vegad`s a` avea niv oi`xdùius dgrvi~ege`xxi e`suve sxuhe`xs ave i` rav |dxm ixmev sxuhe`xs dÀcfevxa.

_xuhe`xs ave rvi~dheh oaveev oiu`secd`l# aoahegdosurrivxs a`h cdxevaot d`xev~e`xdi`s xi surrivx mdlm somiicaomde~ege`x a`h somiic)oiuvse oigrcexdi`.

Oi`xdùe xi oiccafivaxe |dxm Jetaì Oiccele xi rvigixe

huac ovehdx a`h ah~aòe sxa`hd`l xi surrivx risx'seoi`havt sxuhdes.

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in sxuhe`xs ds cessxma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$.

2

62

82

>2

=2

122

622< 622= 6224 6212 6211

%\vdxd`l 8* E}ags-%$


26/37

Hid`l \maxs Fesx niv Jdhs Rale 6>

Revoe`xale in sxuhe`xs |vdxd`l 2 xi > iv give Hdrciga E}agd`axdi`s ft xme e`h in xmedv?vh teav in mdlm somiic -irxdi`ac$

% \vdxd`l 2 E}ags 66.4 6?.1 61.2 62.2 1.1 ?* E}ags 11.8 11.8 16.1


27/37


=2

122

622< 622= 6224 6212 6211

Vesucx-%$

% Ecdldfce niv _omicavsmdr


29/37


Iuxoige; _xuhe`xs ave rveraveh niv xme 61sx oe`xuvt.

Revoe`xale in xeaomevs# rave`xs a`h sxuhe`xs |mi avesaxdsndeh xmax sxuhe`xs gihec xme omavaoxevdsxdos in aoxd~eodxd{e`smdr.

I~evacc Auxmivdxt -vequdveh$


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Hid`l \maxs Fesx niv Jdhs Rale ?1

Liac X|i; Xva`snivgeh Ehuoaxdi` xmviulm OiccafivaxdiÌuxoige; _xuhe`xs ma~e aooess xi rvilvaggd`l a`h surrivxs xi eàfce xmedv ceav`d`l.

Revoe`xale in xeaomevs# rave`xs# a`h sxuhe`xs saxdsndeh|dxm xme i~evacc quacdxt in fasdo ehuoaxdi`. I~evacc

Auxmivdxt -vequdveh$ =5.5 =>.= =>.4 =4.2 = 45.5 45.8

Rave`x Auxmivdxt -irxdiàc$ =2.? =1.2 =?.> =2.5Rvi~dòe -irxdiàc$ =?.2 =8.8 =?.4 =8.6 =8.6

_xuhe`x Auxmivdxt -irxdiàc$ =6.= =8.4 =>.4 ==.5 =>.>Rvi~dòe -irxdiàc$ =>.> ==.? ==.6 ==.5 ==.>

Oigge`xavt i` vesucxs# suom as oi`xe}xuac d nivgaxdi`# naoxivs anneoxd l

revnivgaòe iv aoxdi`s xaje` ft xme kuvdshdoxdi` xmax gat ma~e oi`xvdfuxeh xi



Xme Hdsxvdox'|dhe d`dxdaxd~e Vegi~d`l Favvdevs xi Ge`xacMeacxm ds a oiccafivaxd~e ravxèvsmdr |dxm Acfevxa Meacxm_ev~does# Oaàhda` Ge`xac Meacxm Assiodaxdi` a`h cioacoiggu`dxt aleòdes. _urrivx a`h xvad`d`l oi`xdùes xife rvi~dheh xi somiic sxann# ahgd`dsxvaxivs# a`h somiicoiu`secivs xi u`hevsxa`h a`h surrivx xme ge`xac meacxmèehs in acc sxuhe`xs. Xme nious |dcc oi`xdùe iè`maòd`l xme ge`xac meacxm a`h |eccèss in acc sxuhe`xs.

NVDE@H_ rve~e`xdi` rvilvag |as d`xvihuoeh xi accsxuhe`xs d` Lvahe 5 a`h |dcc e}ra`h xi sxuhe`xs d` Lvahes? a`h rave`x xvad`d`l |dcc fe rvi~dheh d` oiccafivaxdi` |dxmOaàhda` Ge`xac Meacxm Assiodaxdi`.

\dxm xme mdvd`l in a veldsxeveh rstomicildsx xi oiivhdàxe

ge`xac meacxm surrivxs a`h sev~does# somiic oiu`secivsave rvi~dheh xvad`d`l# vesiuvoes# a`h ludhaòe xi oaseoi`neveòe usd`l |var'aviu`h rvdòdrces a`h fesxrvaoxdoes niv ge`xac meacxm.

Xme Hdsxvdoxs Gegiva`hug in Alveege`x |dxm _xuhe`xMeacxm Ravxèvs vesucxeh d` egrcitd`l a _reeom Ca`lualeRaxmicildsx a`h Ge`xac Meacxm Xmevardsx. As egrcitees#xmese surrivx sev~does ave acdlèh xi sxuhe`xaomde~ege`x# oiuvse oigrcexdi` a`h somiic dgrvi~ege`xennivxs.

Oi`xdùius dgrvi~ege`x |dcc nious i` xme ve'hesdl` in_xuhe`x Meacxm D`dxdaxd~e d`xi a veldiàc oiccafivaxd~esev~doe hecd~evt gihec.

Oi`xdùe xi rvigixe Ceav`d`l Xmviulm xme Avxs -CXXA$ xidòvease sxuhe`x oveaxd~dxt a`h d`ì~axdi`.

Oi`xdùe xi surrivx AXF Ku`div Fa`jd`l Rvilvag.

Oi`xdùe xi rvigixe Ehle _jdccs Aoahegt xi sxuhe`xs a`hnagdcdes omiisd`l rassdi`'faseh srivxs rvilvaggd`l.

@ixe; Haxa ~acues ma~e fee` surrvesseh |meve xme ùgfev in vesri`he`xs dscess xma` >. _urrvessdi` ds gavjeh |dxm a` asxevdsj -+$.

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

I~evacc

2

62

82

>2

=2

122

622= 6224 6212 6211 6216

Vesucx-%$

I~evacc Rave`x _xuhe`x Xeaomev


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Revoe`xale in xeaomevs# rave`xs# a`h sxuhe`xs saxdsndeh|dxm xme irrivxu`dxt niv sxuhe`xs xi veoed~e a fviahrvilvag in sxuhdes dòcuhd`l ndè avxs# oaveev# xeomìcilt#a`h meacxm a`h rmtsdoac ehuoaxdi`.



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Hid`l \maxs Fesx niv Jdhs Rale ??

Revoe`xale in xeaomev# rave`x# a`h sxuhe`x alveege`xxmax; sxuhe`xs ave sane ax somiic# ave ceav`d`l xmedgrivxaòe in oavd`l niv ixmevs# ave ceav`d`l vesreox nivixmevs# a`h ave xveaxeh nadvct d` somiic.

I~evacc Auxmivdxt -vequdveh$ =6.

Xeaomev Auxmivdxt -irxdiàc$ 41.6 41.= 4?.1 45.1 48.4Rvi~dòe -irxdiàc$ 4?.1 4?.= 48.8 48.5 48.=

Rave`x Auxmivdxt -irxdiàc$ =1.> =6.> =5.6 =5.= =8.1Rvi~dòe -irxdiàc$ =?.6 =5.? =>.1 =>.> =


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Iuxoige; Xme ehuoaxdi` stsxeg hegi`sxvaxes ire`èss xi è| a`h d`ì~axd~e dheas#

ceahevsmdr# a`h oiccafivaxdi`.

Revoe`xale in xeaomevs a`h rave`xs saxdsndeh |dxmrave`xac d`~ic~ege`x d` heodsdi`s afiux xmedv omdch,s

ehuoaxdi`.



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Revoe`xale in xeaomevs# rave`xs# a`h sxuhe`xs d`hdoaxd`lxmax xmedv somiic a`h somiics d` xmedv kuvdshdoxdi` ma~edgrvi~eh iv sxateh xme sage xme casx xmvee teavs.



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Hid`l \maxs Fesx niv Jdhs Rale ?>

Liac Xmvee; _uooess niv Ndvsx @axdi`s# Gxds a`h Dùdx -N@GD$ _xuhe`xsIuxoige; N@GD sxuhe`xs ave e`laleh d` ceav`d`l.

-Vesucxs a`h e~acuaxdi`s niv N@GD geasuves ave i`ct vequdveh niv rufcdo# seravaxe a`h nvaòirmiè somiic auxmivdxtAEVVs$

Hvir Iux Vaxe ' a`ùac hviriux vaxe in sxuhe`xs aleh 18 xi 1= Auxmivdxt -vequdveh$ 11.> 12.? 16.> 5.8 1.1 1.2Rvi~dòe -irxdiàc$ 11.= 11.2 11.6 12.8 4.2

Mdlm _omiic Oigrcexdi` Vaxe ' Revoe`xale in sxuhe`xs |mioigrcexeh mdlm somiic |dxmd` xmvee teavs in e`xevd`l Lvahe 12.

Auxmivdxt -vequdveh$ ?1.?.2Rvi~dòe -irxdiàc$ ?8. ?8.1 ?=.6 82.6

Revoe`xale in sxuhe`xs |vdxd`l niuv iv give Hdrciga E}ags |dxmd`xmvee teavs in e`xevd`l Lvahe 12.

Auxmivdxt -vequdveh$ 16.5 15.8 62.? 11.8 1>.6 1.2 1.

Revoe`xale in Lvahe 16 sxuhe`xs ecdldfce niv a Vuxmevnivh_omicavsmdr.

Auxmivdxt -vequdveh$ 62.5 ?8.1 ?4.5 8=.2 51.2 56.2Rvi~dòe -irxdiàc$ 65.= 64.2 6


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Annual Education Results Report 2012

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Transcript of Annual Education Results Report 2012