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qu rraJr bH oe 6roAxeruoe o6 uleo6pasonareJr bHoe yq pexAeH rre
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CO|JIACOBAHO
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TIOJIO}I(EHIIE
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e
HAa pHo-Te MaTLr q ec Ko
M trJla
H [r
poBa
H I{
rr
no y.re6noMy IIpeAMeTy yrruTerfl rrrKoJrbr
l. 06 ruue rroJrolr(eHr.fl
KaneH.qapHo-reMarr,rqecxoM nJraHr4poBaHr.rr4 (.qaree
IloloNesue) pa:pa6oraHo c ueJlblo onpeAeneHprq o6u[x npaBr.rJr o$oprraneuur, paspa6orru
u yrBepx.ueHl{fl (aneHAapHo-TeMarr.{qecKoro nJraHHpoBaHr4r (aalee KTrD B
o6paronareJrbHoM yqpexAeHun.
1.2. IIoa KaneHrapHo-reMarl,IqecrlrM [naHr.rpoBaHr4eM B HacrorrrleM floloxeHzlr rrour{Maerc,
[ocneAoBareJlbHoe reMaruqecKoe rrJraHr.rpoBaHr{e yqr.rrereM qacru coAepxaHr.rr pa6oueft
rporpaMMbt no yve6uoMy Kypcy un[ npeAMery Ha o4uH yue6nuft roA Anff orpeAeJreHHoro
KJracca (uapannenu xnaccon).
1.3. KaneHaapHo-TeMarllqecxoe nJIaHHpoBaHrze qBnf,ercs o6qsaremHrrru HopMaruBHbrM
AoKyMeHToM, pefyJlllpyrcql{M AeflrenbHocrb yr{urerf, rro peanu3arlul,I coAepxaHr{r pa6o.refi
nporpaMMbl yve6noro Kypca rnu [perMera.
1.4. Kanen.uapHo-TeMarllqecKoe rlnaHvpoBaHue f,BJrsercr flpunoxeHlreM x pa6ouefi nporpaMMe
yqurenfl v Moxer 6urs HcrloJrb3oBaHo orAeJrbHo or pa6o.re[ nporpaMMbr B xoAe
noAroroBKpr v npoBeAeHrlf, ypoKa. B e'rou cnyqae KTII AonxHo r.rMerb rurylrnufi Jrrrcr c
Heo6xo.{urvrbrMr.r peKBH3HTaMH r oSoprvrnxercff KaK orAelrustft .qoKyNreHT.
1.1.
Hacroquee floloxenue
o
L5. KanesaapHo-TeMarllqecKoe nnaHrlpoBaHue paspa6arrrBaercq, yrBepxAaercfl
o (f oplrnxercfl B co orBercrBt4 r.r c H acrofl rrlllrr,r floloxeHr.reM.
vr
2. [Ip ann.rra parpa6orru KaJreHAapHo-TeMarnqecKoro rrJraHrrpoB arufl
2.1. Ka,reu,qapHo-TeMarllqecKoe nJraHr,rpoBaHr.re orpaxaer nJraHoBocrb peanu3auuu coAepxaHr.rt
pa6ovefi rporpaMMbl no yue6noMy Kypcy unu rpeAMery B oAHoM Knacce (napannelra
xraccoe).
2.2. KarcuAapHo-TeMarl,IqecKoe rInaHI{poBaHHe caMocrofiTeJrbHo paspa6arrrBaercr ytrraTeneM Ha
ocHoBe pa6o.refi rporpaMMbr yue6noro npeAMera (xypca).
2.3. 3nexrpounuft xypHan 3arrorrHfierc.,r B coorBercrBr.ru c KTII.
2.4. KmertAapHo-TeMarl,IqecKoe rlnaHr.rpoBaHne pa3pa6arrrnaercq yqurereM exeroAHo. Ouo
qBrqercfl o6qgareJrsHrrN{ AoKyMeHToM Anfl opraHr{3arluu yue6nrx sals.tuit c
o6y.raloquMr.rcf,.
2.5. Ka-rrenrapHo-TeMaruqecKoe nnaHr{poB?Hue cocraBJrflerc, yrrnTeneM c yrreroM y.re6nux
r{acoB, orlpeAeneHHblx yve6urntr rrJraHoM urrorbr
Anfl ocBoenur yre6uoro Kypca unu
rrperMera o6yvaroquMncs KJracca (uapallelu xlaccoa).
2.6. tlpu [naHupoBaHvu y.tture.[E yrrurbrBaer coorHorueHue MexAy y.re6urrrvr BpeMeHeM no
qerBeprflM (uonyroarzrrra) Lr pacnpe4eneHpreM yue6noro BpeMeHr.r, orBeAeHHoro Ha
rpoxolK,4eHl'Ie reMbl B coorBercrBuu c pa6o.refi [porpaMMoft uo yue6HoMy Kypcy
r.rJrr,r
...rpe.rIMery.
2.7. YT urollb I{Meer [paBo npl4 cocraBJreHr.r, nnaHr{poBaH,ff c*oppeKTr{poBarb KoJrr,rqecrBo
qacoB' orBeneHHblx xnfl LrcYrcHufl uporpalrnanoft TeMbr (reu) np14
ycnoBr4u
uelecoo6pa3Hocrl{ Koppexulrn. I-[enecoo6pasuocrr KoppeKrlr.rr otrpeAenfiercq Harr4queM
curya\Hw cegsaHnofi c [poBeAeHr4eM 3aKJr]oquTerbHbrx no reryre o6o6uaro[It4x ulu (u)
KoHTponbHrx gassrptfi [ocJre reKyrrlero KaHzxynfipHoro nep]roAa.
2.8. llpu cocraBJreHI4I{ KaneHAapHo-TeMarr.rqecKoro [naHr.rpoBaHvrfl yqurenb yqurbrBaer Bce
BHAbr KoHTponbHrx pa6or.
2.9. Korlr.{ecrBo Bcex B[rroB KoHTponrurx pa6or ronxHo coBrraAarE, c Kor[qecrnou pa6or n
uHcrpyKTr{BHo-MeroAr.rqecKoM nr4cbMe c Korutrecrnou pa60r no nporpaMMe @fOC
no
npeAMery.
3. Crpyrcrypa KaJreHAapHo-TeMarrrqecxoro rrJraHrrpoB anttfl
KareHrapno-TeMarur{ecKoe rnaHr,rpoBaHrae HMeer creAyrouyro crpyKTypy:
3.1. Turylruslfi Jrucr c rpnQarvru royporrHoro [naHr{poBaHus.3anonHfiercq
rlaxry rpoBeAeHu.r ypora (or
r{r.rreneM
pyxra).
11o
3.7. lrpu cocraBJIeHI'IIz KaJIeHAapHo-TeMarHqecKoro uraHr{poBalars. rara npoBeAeHr.rtr ypoKa
rlnaHl'Ipyercs 3apaHee' I:aru npoBeAeHl4fl ypoxa, 3arrucaHua, B )rcypHarre,
AoJrxHa
coorBercrBoBarb Aare, npocranneuHoft B KaneHAapHo-TeMarr.rqecKoM uJraHr.rpoBaHr.ru.
Ecml rlo xaxoft-lu6o npla.{I,IHe 3alnaHuponausufi B KaJreHAapHo-TeMaruqecKoM
nnaHrrpoBaHr4rr ypox He 6su upone.udn (rypcrr, 6lt u r.A.), B groM cJryqae npoBoAr.{rcff
KOPPCKTI,IPOBKA B KAJICH.qAPHO-TEMATI,IqECKOM NNAHI,IPOBAHHI,I U 3ANOJIH'ETCff
JII,ICT
KoppeKrlr4r4 (Ilpuloxenue 3).
3.8. Bce Jrvcrbr KaneHAapHo-TeMarur{ecxoro nnaHr.rpoBaHprfl AonxHbr 6rnr npoHluepoBaHbr,
[potultTbr, cKpenneHbr [er{aTbro Il
.
[o.{nHcaHbr
AI{peKTOpOM
rrrKoJrbr.
4. [Iopqaorc yrBepxgeHr.rfl KaJreHAapHo-TeMarrrqecxoro rJraHHpoBaHI{fl
4.1. YrnepxAeHr.re KaneHAapHo-TeMarr4qecKoro rtnaH[IpoBaHuff npeAloJlaraer corJIacoBaHI,Ie elo c
rrpeAceAarenervr LIIMO H 3aMecrr,rreneM Ar{pexropa no YBP, ocyulecrBnf,}olqllM KypI,IpoBaHIae
.{aHHOfO npeAMera.
4,2. CortacoBaHr.re KaneHAapHo-TeMarlrqecKoro uraHHpoBaHLL ocyqecrBntercfl
3aMecrHTeJreM Ar.rpeKTopa o6pasoBareJrbHoro yqpexAeHlls Ao Har{ala yue6uoro roga.
4.3. Arq yrBepxAeHr{f, KtureHAapHo-reMarnr{ecKoro ilnaHlrpoBaHlls ytlurenb npeAocraBJlser
3aMecrr.rreJrro .qupeKropa o6pa:onareJrbHoro f{pexAeHl{x pa6ouylo nporpaMMy no ilpeAMery
vrilu yve6norvry Kypcy u KaJreHAapHo-TeMarI,IqecKoe nJIaHHpoBaHI,Ie,
rrpeABapr{TeJrbHo corJlacoBaHHoe c rpeAceAareneM IIpeAMerHoro IIIMO.
flpuroNeuue
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1
MyHITIIUIIAJIbHOE EIOA)KETHOE OETTIEOEPA3OBATEJIbHOE yIIPEI(AEHI,IE
(KPACHOIBAPAEfr CKA-fl IIIKOJIA llbl )
(M6Oy (KpACHOfBApAEfrCKA-fl IIKOJIA .]\lbl>)
PACCMOTPEHO CO|JTACOBAHO
Ha 3aceAaHHH
MeroAr.rqecKoro
flporoxol Nl
or
3arr,r.
4rapexropa no
coBera
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YBP
yTBEpXIA]O:
[upexrop MBOy
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KAJIEHAAPHO.TEMATI,IIIECKOETIJIAHI,IPOBAHLIE
TIO MATEMATI{KE
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yqr4Tenf, MameMamuKu
a ut c
tueil
xa
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urcat1u o u u o it Kam
e
z
opuu
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flranzpoaaHl4e cocraBJleHo Ha ocHoBaHur,r (De.uepanuroft pa6oueft nporpruMbr no MareMarr.rKe
B coorBercrBvlt c yue6nrnu rrJraHoM
Kpacroraapxeft cro e 2023
Ilpunoxenue 2
Crpyrrypa KTfI
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Tervra
ypoxa
o
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o
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o
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flpzloxenue
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Jlucr KoppeKurn
pa6oveft rporpaMMbr yrrrrefl s
IIpeAMeT
Ha:naHue pa3AeJra,
TEMI,I
KoppercrnpyrcIque
Mepo[prrflTrrfl
Iara
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