activitat wiris polinomis i fraccions algebriques

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  • 8/2/2019 Activitat Wiris Polinomis i Fraccions Algebriques

    1/3

    ZHGDKHADV D _CFFDHKV CGINO_CDS^NV

    I_^Z2

    Kha d Fhikhas2

    @urcfd 2 3 lhrc

    @dstrdoufd Ngs cguakns trnocggcrck pnr pcrnggns pnr fc`c hr`dkc`hr.

    Nxnrfdfd 3 (Ucghr kuardf uk phgdkhad)

    ^k `ngs cguakns rncgdtzc ukc cftdvdtct adtbckckt Ydrds. G'cgtrn cguakn fhaprhvc ng rnsugtct enkt-gc nk ngquc`nrk. Enu thrks nk fc`c cpcrtct.

    Vhgufd

    c) @hkcts ngs phgdkhads p(x) 1 x> ?x6+ 0x? x + 5, q(x) 1 ?x> ?x0 6x6+ >x? 9x ? dr(x) 1 6x>+ 0x0 x6+ ?x? 6x + 5. Fcgfugc2

    ?96

    >

    ?

    )66

    ?

    )?)3()3 _SZSZ

    o) @hkcts ngs phgdkhads p(x) 1 ?x5+ x0+ ?x6 ?x? 3, q(x) 1 x5+ 9x>+ 5x0 x6 ?x? + x+3 d r(x) 1 ?x5+ x>+ x0 x6 >x?+ ?. Fcgfugc2

    6 ?4

    ?3)6)?)()3 _SZ

    nSZ

    f) @ckct ng phgdkhad p(x) 1 x6+ cx?+ ox + 5, fcgfugc cd opnrqu p(3) 1 ? d p( 3) 1 3.

    `) @hkct ng phgdkhad q(x) 1 cx0+ 0x? ?x + o, fcgfugc cd opnrqu q(3) 1 3 d q( 3) 1 :.

    Nxnrfdfd ? (Hpnrcfdhks cao phgdkhads)

    Vhgufd

    c) @hkcts ngs phgdkhads p(x) 1 x> ?x6+ 0x? x + 5, q(x) 1 x? ?x + 6 d r(x) 1 6x >+ 0x0x6+ ?x? 6x + 5. Fcgfugc2

    )(2)()6)()()?)()(?)()3 xqxpxqxpxrxqxp

    o) @hkcts ngs phgdkhads p(x) 1 ?x5+ x0+ ?x6 ?x? 3, q(x) 1 x5+ 9x>+ 5x0 x6 ?x? + x+3 y r(x) 1 x? ?x + >. Fcgfugc2

    )(2)()6)()()?)(?)(6)(?)3 xrxpxrxpxrxqxp

    3

  • 8/2/2019 Activitat Wiris Polinomis i Fraccions Algebriques

    2/3

    Nxnrfdfd 6 (Crrngs d. Ecfthrdtzcfd.)

    - Nxpgdqunu ng fhkfnptn crrng d khaorn `crrngs uk phgdkhad.- Nxpgdqunu gc fnrfc pnr tnaptndi `crrngs rcfdhkcgs nk phgdkhads.

    - Nxpgdqunu gc ecfthrdtzcfd `n phgdkhads.

    Vhgufdk

    c) @hkct ng phgdkhad 6:0943?0)( ?60

    xxxxxp , gns crrngs `ng qucg sk

    rcfdhkcgs, trhonu-ns adtbckckt ng ath`n `n tnaptndi . Ecftrdtznu-gh d fhaprhvnu gcecfthrdtzcfd.

    o) @hkct ng phgdkhad 6??36?3?)( ?60 xxxxxp , gns crrngs `ng qucg skrcfdhkcgs, trhonu-gns adtbckckt ng ath`n `ng tnaptndi. Ecfthrdtznu-gh d fhaprhvnu gcecfthrdtzcfd.

    Nxnrfdfd 0 (Prhocr uk phgdkhad c pcrtdr `n gns snvns crrngs )

    Vhgufdk

    f) @uk phgdkhad p(x) `n ircu 6, sn scp qun t crrngs ?0

    6,

    ?

    36?3 ryrr .

    @ntnradknu gnxprnssd cgiordfc `cqunst phgdkhad sd p(6) 1 3

    `) @uk phgdkhad q(x) `n ircu 6, sn scp qun t crrngs?

    3?,

    0

    66?3 ryrr .

    @ntnradknu gnxprnssd cgiordfc `cqunst phgdkhad sd q(?) 1 3

    Nxnrfdfd >2 Hpnrcr d sdapgdedfcr ercffdhks cgiordquns

    Vhgufd

    c) Dktrh`uu gc ercffd cgiordfc2 x

    66x

    ?+x6

    x6 , d fgdqunu shorn gc dfhkc

    o) Dktrh`uu gc suac `n ercffdhks cgiordquns2x

    ?x+ 3+

    >x3

    x?+x

    fgdqunu shorn gc

    dfhkc .

    ?

  • 8/2/2019 Activitat Wiris Polinomis i Fraccions Algebriques

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    f) Dktrh`uu ng prh`uftn6x

    6+ 6

    x3. x

    ?3

    x?+ x

    fgdqunu shorn gc dfhkc .

    `) Dktrh`uu ng quhfdnkt2x?

    x

    ?

    3

    2 x

    ?0

    x

    3

    d fgdqunu shorn gc dfhkc

    e) Nxpgdqunu ornuankt qu khosnrvnu

    6