قواعد اللغة الايطالية جزء1.pdf

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عشرة دروس عن قواعد اللغة الايطالية-الجزء الاول

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  • 1

    anailati augnil alled acitammarG

    etraP1

    - :

    :

    /) anailati augnil alled acitammarg(

  • :

    acitammarg aL

    / =

    emon lI

    =

    ovittegga'L

    =

    imonorP

    =

    eralugniS

    =

    elarulP

    =

    arettaL

    =

    esarF

    =

    adnamod aL

    =

    atsopsir aL

    =

  • ovitanimreted olocitra

    =

    ovitanimretedni olocitrA

    =

    obrev lI

    =

    etneserP

    =

    otassaP

    =

    orutuF

    =

    ovitarepmI

    =

    otinifni'L

    =

    arutaiggetnup aL

    =

    inoizisoperP

    =

  • onailati otebaflaL

  • : )11(

    Q , p P , o O , n N , m M , l L , i I , h H , g G , f F , e E , d D , c C , b B , a A

    .z Z , v V , u U , t T , s S , r R , q

    :

    yY , xX , wW , kK , jJ

    .

    :

    : ilacoV ) (

    U,O,I,E,A

    : itnanosnoC )(

    . Z , V , T , S , R , Q , P , N , M , L , H , G ,F , D , C , B

    :

    .

    (

    )

  • :

    epa A

    .=

    onibmab.B

    . =

    alednac.C

    . =

    odadD

    . =

    etnafele.E

    =

    allafraf.F

    =

    ottag.G

    =

    letoh.H

    =

  • omatopoppi.I

    =

    ylloj.J

    =

    alaok.K

    =

    anul.L

    =

    onam.M

    =

    osan.N

    =

    oihccero.O

    =

    ecsep.P

    =

    ordauq.Q

    =

  • omar.R

    =

    elos.S

    =

    olovat.T

    =

    avu....U

    =

    osav.V

    =

    frusdniw.W

    =

    onofolix.X

    =

    trugoy.Y

    =

    accuz.Z

    =

  • 1-

    anailati aicnunorP aL

  • )C(

    : )(

    : EH-IH-E-I-U-O-A

    uC - oC - aC

    eC - iC

    ehC - ihC

    aC

    = = asaC

    = = eratnaC

    oC

    = = atsoC

    = = ocraP

    uC

    = = obuC

    = = erouC

    iC

    = = anicuC

    = = ameniC

    eC

    = = etseleC

    = = otneC

  • ihC

    = = evaihC

    = = odoihC

    ehC

    = = ehcnA

    = = ehcnaeN

    ) G(

    : )C ( ) (

    : IL-N-EH-IH-E-I-U-O-A

    uG - oG - aG

    eG - iG

    ehG - ihG

    aG

    = = ottaG

    = = onaibbaG

    oG

    = = annoG

    = = otsogA

  • uG

    = = otsuG

    = = augniL

    iG

    = = onroiG

    = = igiraP

    eG

    = = etneG

    = = elitneG

    ihG

    = = ihgnuF

    = = aihgnU

    ehG

    / = = ottehG

  • nG

    ) G (

    = = angavaL

    = = angatnoM

    ilG

    ).G(

    = = ailgimaF

    = = ailgaM

    ) H(

    )G-C( )H( , : ,

    OH

    .

    ONNAH

    .

    :

    ( !)

    :

    ) onna( ) ( ) onnah( ) (

    ) O( ) /) (OH(

    ) (

    .

  • 1-

    anailati aicnunorP aL

  • )Q(

    )ILACOV+U (

    ): + (

    == ardauqS

    == euqniC

    = / = onaiditouQ

    == iuQ

    )S(

    ) () () S (*

    :)s)(z(

    == osiV

    == oesuM

    == asaC

    :()) v-r-n-m -g-d-b) (S( *

    == ollenS

    == odlaremS

    == orezzivS

    =:= erailgabS

  • () ) ic-ec)(S( *

    :

    .= = ottuicsorP

    =:= eraicS

    == ecseP

    =atlecS =

    () :*

    = ocsoB =

    = = arongiS

    = = onitseC

    )Z(

    : *

    = oreZ =

    = = oniaZ

    : *

    = = eizarG

    : *

    == azzaiP

    .

  • atrauq aL enoizel

    1-

    elinimmeF e elihcsaM

  • :

    :

    ) , :O (

    = = onibmab lI

    = = ozzagar lI

    = ollagappap lI =

    = = ocima'L

    = = orbil lI

    :

    ) , :A (

    = = anibmab aL

    = = azzagar aL

    = attag aL

    = atset aL

    = atitam aL

  • :

    ) :E (

    :

    = = erdap lI

    = = enac lI

    () = = erottod lI

    = = eroif lI

    = = elas lI

    :

    = = evaihc aL

    = = erdam aL

    = = ecap aL

    = = epa'L

    = = esarf aL

    ) m (

    ) , . f(

    ) .aL-'L-lI: (#

  • atniuq aL enoizel

    2-

  • :

    ) , :O(

    = = oidar aL

    = = otof aL

    = = onam aL

    :

    ) , :t-t (

    == tlocaf aL

    == ttic aL

    == triv aL

    =( )= tnevoig aL

    :

    ) , :enoi (

    / == enoizel aL

    == enoizats aL

    = = enoizaloc aL

  • :

    ) , :)( i (

    == isirc aL

    == isao'L

    == isilana'L

    :

    . ) (

    :

    . , ,

  • enoizel atses aL

    3-

  • :

    ) , :A (

    == amelborp lI

    == atsitra'L

    == ammargorp lI

    == amilc lI

    :

    ) , :ero (

    =()= erottod lI

    =()= erosseforp lI

    == erongis lI

    :

    ) , :itnanosnoc (

    == trops oL

    = = mlif lI

    == retuipmoc lI

  • :

    , :

    = = olem li

    = = ongatsaC li

    :

    .

    :

    .

  • enoizel amittes aL

    1-

    larulP e eralogniS

  • :

    : )e)(a) (a (

    enibmab el----anibmab aL

    =( )------- =

    ) )e)(a( (

    ezzagar el-------azzagar aL

    =----- =

    etitam el------atitam aL

    =------ =

    :

    :)i)(o) (o (

    inibmab I------onibmab lI

    =( )----- =

    ) )i)(o( (

    izzagar I------ozzagar lI

    =----- =

    irbil I-----orbil lI

    =----- =

  • :

    ).i)(e) (e (

    :

    inac I------enac lI

    =-----=

    ) )i)(e( (

    iroif I------eroif lI

    =------- =

    :

    ivaihc el--------evaihc aL

    =------- =

    isarf el-------esarf aL

    = ------ =

  • 1-

  • :

    ), :i) (o ( ) O(

    inam el-----onam aL

    =---- =

    :

    ), :ehc) (ac) (ac(

    ehcima el----acima'L

    = ----=

    ehccav el----accav aL

    =---- =

    ehcram el-----acram aL

    = --- =

    :

    ), :ehg) (ag) (ag(

    ehgel el----agel aL

    =/---- =/

    ehgettob el----agettob aL

    =----=

  • :

    ), :ec) (aic) (aic(

    ecnap el----aicnap aL

    ----- =

    ecsoc el----aicsoc aL

    =---- =

    ),:eic ( ) aic ( #

    eicimac el---aicimac aL

    . ) )i) (aic ((

    :

    ), :eg) (aig) (aig (

    eggoip el----aiggoip aL

    =---- =

    ),:eig ( ) aig ( #

    eigilav el----aigilav aL

    )).i) (aig ((

  • ... , :

    1

    ), (

    ttic el----ttic aL

    =---- =

    triv el----triv aL

    =---- =

    1

    ), :i (

    isirc el----isirc aL

    =---- =

    isao el----isao'L

    =----=

  • 3-

  • :

    ), :i) (a(

    imelborp i---amelborp lI

    =---- =

    iteforp I---ateforp lI

    =---- =

    :

    ), :i) (oi) (oi(

    ilgif I---oilgif lI

    =---- =

    icab I---oicab lI

    =---- =

    :

    ), :ihc) (oc) (oc(

    ihcouc I---ocouc lI

    =--- =

    ihcnab I---ocnab lI

    =---- =

  • :

    ), :ici) (oci( )oci(

    icima ilg----ocima'L

    =---=

    icidem I----ocidem lI

    =---- =

    :

    ), :ihg) (og) (og(

    ihgrebla ilg---ogrebla'L

    =----=

    ihgal I---ogal lI

    =---- =

    ... , :

    1

    ), :. (

    =ffac I-----ffac lI =

    == nim I-------nim lI

    1

    :

    =trops ilg---trops oL =

    =mlif i---mlif lI =

  • 4-

    )eralogerri (

    .

    , :

  • , :

    aiccarb el----oiccarb lI

    =--- =

    atid el----ottid lI

    =--- =

    arbbal el----orbbal lI

    --- ---=

    aihcconig el---oihcconig lI

    =--- =

    =--- =ailgic el---oilgic lI =

    ailgiccarpos el---oilgiccarpos lI

    =--- =

    =---== asso el---osso'L

    :

    ---= avou el---ovou'l

    ---= anroc el---onroc li

    /---/= arum el---orum li

    ---= atturf el---otturf li

    , :

  • = inolatnap I

    ilaihcco ilG =

    = icibrof eL

    , :

    etneg aL =

    atturf aL =

    = avu'L

    = eugnas lI

    ): (

    inimou ilg---omou'L

    ---

    ied ilg---oid lI

    /---/

    ioub---eub lI

    ---

    ...