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Dagmar Hajdov Tematick sada: Opakovn zkladnch poznatko stYedoakolsk matematiky (vybran tmatick celky) Tma: Analytick geometrie ku~elose ek 3-4 slo materilu: VY_42_INOVACE_01_28*{1$&  AV?? VOPVK_hor_zakladni_logolink_RGB_cz-1024x223il_fiOPVK_hor_zakladni_logolink_RGB_cz-1024x223wH  0޽h ? 33___PPT10i.(+G+D=' = @B +) 0 N0 (  (  \  # D0e0e?8Zstupn symbol pro obsah 2P  pAnotace: Prezentace je ur ena kopakovn tmatickho celku Analytick geometrie ku~elose ek (otzky za 3-4 body, jednoduaa otzky jsou obsa~eny v jin prezentaci). Obsahuje dvanct otzek (pYklado) ukrytch vinteraktivn tabulce. KpYechodu ke sprvn odpovdi a zpt na zkladn tabulku slou~  smajlci vpravm dolnm rohu snmku. Otzka, kter ji~ byla Yeaena, vtabulce zbl. /Q  AV?? VOPVK_hor_zakladni_logolink_RGB_cz-1024x223il_fiOPVK_hor_zakladni_logolink_RGB_cz-1024x223wH  0޽h ? 33___PPT10i.c+D=' = @B +' 0 N0 & (  Z  # Lr0e0e?8Zstupn symbol pro obsah 2 `@  n$Na zvre n snmek cel prezentace lze pYejt pYes nadpis nad tabulkou. 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A) B) C) D)4xBx$A$8X^  6j  S A L??"?6E L^  6|  s ,A A??#" `?p 7-  A^  6j  S A! A??"?j p&  A^  6j  S A L??"?; @3 L^  6j  S A  L??"?  LH  0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0    (  x  B2 @" `  0 N 5 ? ?   5 RB  s *DԔ202   S <AMC900432437[1]0 @  0 0  04pTLD___PPT9& zVyberte rovnici pYmky, kter je osou soumrnosti ku~elose ky . A) B) C) D)8jT>)$T8Xj  S A L??"?? Lj  S A A??"?p Aj  S A! A??"?  Aj  S A L??"?p @ Lj  S A  L??"?@; L  0X0 0j  8B) 2P 0  bA! A??"?` .  A H  0޽h ? 33___PPT10i.Pz+D=' = @B +{  0 N0 zr (  x  B2 @" `    A$MCj04343890000[1]" YP  0 0   0 N  ? ?    d  0"@  Napiate rovnici paraboly s vrcholem a ohniskem a ur ete rovnici jej Ydc pYmky.j 2j$ 0 ZAA F? ?"`P F n  c $AD F? ?"`P  FH  0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 @ 86(  x  B2 @" ` r 7 S ' `}    0 N  ? ?1     40  fAA F? ?"`  F RB  s *DԔ202   S <AMC900434381[1] pb@  0 0t 3 0 Napiate rovnici paraboly s vrcholem a ohniskem a ur ete rovnici jej Ydc pYmky.s 2sn 5 c $AD F? ?"`Y F 60 NA F? ?%`0  F H  0޽h ? 33___PPT10i.Pz+D=' = @B +-  0 N0 ,$P)(  x  B2 @" `    A$MCj04343890000[1]" `)pP  0 0   0 N  ? ?     ' 074 * 2$ ( 049p@@^ tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2;$ )0 TA" G? ?0  G H  0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0   `  : (   ~   H2 @" ` x   B2 @" ` r   S L `     0 N  ? ?      0 TA" G? ?`@PA G RB   s *DԔ2 2   S <A#MC900432487[1] @  0 0   0 D tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2;  0 NAH G? ? @ G XB   0D 0 XB   0D ~   HA=Obrzek1"`3 0    0TQ p 3y 2    00Z0  3x 2    0V"` `  Zd V p F $[ 2B  RB  @ s *D @ LB   c $D  f2   0"`J w f2   0"` f   0"` H   0޽h ? 33___PPT10i.Pz+D=' = @B +)   0 N0 (   5,(  ,x , B2 @" `  ., 0m p V$Na obrzku je znzornna kru~nice se stYedem v po tku soustavy souYadnic a s polomrem . Po et jejch spole nch bodo s elipsou je: A) nula B) prv jeden C) prv dva D) prv tYi E) prv tyYi  2$ ,  A$MCj04343890000[1]" P  0 0   ,0 Tpk  ? ?     | *, s ,A L??#" `?Q Lj ), S A L??"?0U  L^L # +`& /,# @ TB 0, c $D ##+#TB 1, c $D 5' 5'`&J2 2, #  "`%!(9% 3, C `qS"`?p6  ^y 3 3 x_^ H , 0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0   `8 (  8x 8 B2 @" `  80 N  ? ?    RB  8 s *DԔ2 2  8 S <AMC900434401[1]` @_ 0 0 W8 0} p l Na obrzku je znzornna kru~nice se stYedem v po tku soustavy souYadnic a s polomrem . Po et jejch spole nch bodo s elipsou je: A) nula B) prv jeden C) prv dva D) prv tYi E) prv tyYi 7 278X| X8 s ,A L??#" `??  L^L # +`& Z8# TB [8 c $D ##+#TB \8 c $D 5' 5'`&J2 ]8 #  "`%!(9% ^8 3 xS"`?@p ^y 3 3 x_^  _8 00 7  RE) prv tyYi 20| `8 s ,A% L??#" `?V@6 LH 8 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 #<h(  <x < B2 @" `  <  A$MCj04343890000[1]"0 iP  0 0   <0 N  ? ?    T < 00p  Ur ete tak, aby pYmka byla a) se nou b) te nou paraboly .W 2W$8X <0  `A E? ?"`$:Y E `  < c $A/ E? ?0`@ En "< c $A1 E? ?"` p  EH < 0޽h ? 33___PPT10i.Pz+D=' = @B +`   0 N0 _W ;@(  @x @ B2 @" `  @0 N  ? ?     1@0  fA E? ?"`2 E RB  @ s *DԔ202 0@ 0@ "Ur ete tak, aby pYmka byla a) se nou b) te nou paraboly . 28Xn 2@ c $A/ E? ?"``  En 3@ c $A1 E? ?"`P E 4@0 NAC E? ? p  E  ;@ 0pw  Ga) b) 20  @ S <AMC900433825[1]` @  0 0H @ 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 :Dl(  Dx D B2 @" `l :D 0lp`  Po et spole nch bodo kru~nice s osami soustavy souYadnic je: A) 4 B) 3 C) 2 D) 1 E) 0 n 2n$ D  A$MCj04343890000[1]"0 P  0 0   D0 T,  ? ?     j 7D S A L??"?` k LH D 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 KHF(  Hx H B2 @" ` H0 N  ? ?    RB  H s *DԔ202  H S <A-MC900432453[1] p@  0 0 HH 0@ X(Po et spole nch bodo kru~nice s osami soustavy souYadnic je: A) 4 B) 3 C) 2 D) 1 E) 0  2 JH 0( P   :B) 3 20| KH s ,A L??#" `?.5 F< LH H 0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0   #P(  P P Nп2 @" `  ;   N #P 0`Y  Vyberte vaechny hodnoty parametru z mno~iny , pro n~ pYedpis charakterizuje n~e uvedenou mno~inu bodo v rovin. Pokud rovnice nemo~e bt rovnic uveden mno~iny, uvete  nelze . a) kru~nice b) elipsa (krom kru~nice) c) hyperbola d) parabola e) dvojice pYmek, 2 8X P  A$MCj04343890000[1]" yPZJ 0 0  < P0 T<  ? ?    < | P s ,A4 A??#" `? Aj P S A L??"?px  L| P s ,A  L??#" `? LH P 0޽h ? 33___PPT10i.Pz+D=' = @B +A   0 N0 @ 8 Q (  x  B2 @" `  0 N ? ?  < G0 TA$ L? ? 9  L <RB  s *DԔ202  c BA3MC900432483[1]p @y 0 0 ? 0%<    6 Vyberte vaechny hodnoty parametru z mno~iny , pro n~ pYedpis charakterizuje n~e uvedenou mno~inu bodo v rovin. Pokud rovnice nemo~e bt rovnic uveden mno~iny, uvete  nelze . a) kru~nice b) elipsa (krom kru~nice) c) hyperbola d) parabola e) dvojice pYmek0 28X| @ s ,A A??#" `? } J A| B s ,A L??#" `?2 t L C 09<p @ Ja) b) c) d) nelze e) 2$ J0 TA A? ?  A <f M s *A( A? ? M ' Af N s *A L? ? @  L| Q s ,A& L??#" `? LH  0޽h ? 33___PPT10i.Pz+D=' = @B +C  0 N0 B:P$\(  \x \ B2 @" `  \  A$MCj04343890000[1]" p9P  0 0  < \0 N  ? ?    <T  \ 0R<@   Napiate rovnici te ny k parabole , kter je rovnob~n s pYmkou .b 2b$ !\0 NA E? ?  E <` #\ c $A L? ?`   LH \ 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 p +dN(  dx d B2 @" `  d0 N  ? ?    <RB d s *DԔ202  d S <A3MC900432483[1]p @  0 0` &d 0W< Napiate rovnici te ny k parabole , kter je rovnob~n s pYmkou .i 2i 'd0 TA E? ?p  E <n (d c $A' L? ?"`Q  L` )d c $A L? ?} bU  LH d 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 Kl6(  lx l Bf2 @" `  l  A$MCj04343890000[1]" 0P  0 0  < l0 N  ? ?    < Hl 0e< Uvete, v em se lia nsledujc tYi hyperboly (a v em naopak ne):E 2E$ Kl0 TA G? ?p/ G <H l 0޽h ? 33___PPT10i.Pz+D=' = @B +C  0 N0 B:Jp(  px p Bf2 @" `  p0 N  ? ?    <RB p s *DԔP0P Cp 0p<? :Vaechny tYi hyperboly maj stejn souYadnice stYedu. Prvn a druh maj stejn tvar, ale jinou polohu (prvn m hlavn osu rovnob~nou s osou x, druh s osou y), tYet je  orientovna stejn jako prvn, ale m jin tvar (jin sklon asymptot). 2  < Ip 0w<pk Uvete, v em se lia nsledujc tYi hyperboly (a v em naopak ne):F 2F Jp0 TA G? ?   G <  p S BA7$MCj04404520000[1] H^@  0 0H p 0޽h ? 33___PPT10i.Pz+D=' = @B +#  0 N0 " (  x  B2 @" `    A$MCj04343890000[1]"` 0P  0 0  < 0 N w ? ?   w <>  0d]  Uvete, jak byste na zahrad  narsovali ;-) elipsu pro budouc zhonek tohoto tvaru.W 2W$H  0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 0 [~(  x  B2 @" `  0 N } ? ?   } <RB  s *DԔ`0`   S <AGMC900434383[1]` p@  0 0< : 0h@ Uvete, jak byste na zahrad  narsovali ;-) elipsu pro budouc zhonek tohoto tvaru.W 2W ; 0xj\  bZapchneme dva kolky (ohniska elipsy), na n uv~eme konce provzku (delaho, ne~ je vzdlenost kolko). Pomoc tYetho kolku provzek napneme a  obkrou~me ;-). Viz obrzky. 2 .8 P   Y P `2 ? 0P  `2 @ 0   L 3 BpCDE@F jJ 0pHP` P Pp@`p @     "`h  f8   Z ZB P s *DjJ  n2 G 0"` 0 n2 O 0"`  ZB Q s *DjJ  n2 H 0"`p .8  76 [ 76z2 R <o"` 76ZB S s *DjJX  n2 T 0"` F ZB U s *DjJ0  n2 N 0"`  n2 M 0"`@ p n2 V 0"` / `B W 0DjJ p  `B X 0DjJ 0  H  0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 ` jX0 "(  Xx X Bf2 @" `  X0 N 3? ?   3 < X  A$MCj04343890000[1]" `P3 0 0  < iX 0<p@@^ tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2;$ jX0 TAI H? ?@d  H <H X 0޽h ? 33___PPT10i.Pz+D=' = @B +m  0 N0 l d ` y0  (  x  Bf2 @" `  y 0Ta"` K  J y b F1 A B F2 e a x 2  '  "  (    0 N  ? ?    <RB  s *DԔ202   S <ANMC900434411[1]@ @  0 0 c 0$<g tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2; d0 TAI H? ?``\ H <` e c $AL H? ? HRB h s *D ` 0 RB i s *D` RB j@ s *D RB k s *D r m s <AJObrzek2"`9W x n BAJObrzek2"`W l2 o 6"` v RB p s *D99 fr q 0"`7 l r 6Z"` N l s 6Z"`  f2 t 0"`  f2 u 0"` 0] f2 v 0"` f2 w 0"` _ f2 x 0"`  H  0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 p @(  x  B2 @" `   A$MCj04343890000[1]"0 `)P  0 0  < 0 N  ? ?    < > 0,<p@@^ tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2;$ ?0 NA G? ? 0  G <H  0޽h ? 33___PPT10i.Pz+D=' = @B +'  0 N0 & (    Nh2 @" `  3 r  S | `}    0 N  ? ?     0 TA G? ?`  G RB  s *DԔ202  0` PpG  ( 2   S <AKMC900434407[1] @  0 0  0<g tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2; 0 NAE G? ?@ G < 8 ` I   0' k@ ` I  ` I k@ ` I  ` I s  0 v"` Io  G C y b A F1 F2 B a S e x DH 2 *   `    I  6 ZB  s *D ZB  s *D` n2  0"`H  nr  0"`t  6Z"`e t  6Z"`P  n2  0"`n2  0"`1 ^ n2  0"`$n2  0"`  n2  0"`KxZB  s *D   n2  0"` $ n2  0"`$H  0޽h ? 33___PPT10i.Pz+D=' = @B +xXMhA~3ka j)z XB B* mRÂ`I/G1<DsOz&7;M)Hy3g{yrp hPǐb{d_ZRTmTm#5 C0! 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KL M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c    0 N0  6(  x  B2 @" `  0 N 5 ? ?   5 RB  s *DԔ202   S <AMC900432437[1]0 @  0 00  00p zVyberte rovnici pYmky, kter je osou soumrnosti ku~elose ky . A) B) C) D)$>)$W8Xj  S A L??"?p@o Lj  S A A??"?p Aj  S A! A??"?  Aj  S A L??"?p @ Lj  S A  L??"?@; L  0,50 0j  8B) 2P 0  bA! A??"?` .  A H  0޽h ? 33___PPT10i.Pz+D=' = @B +7   0 N0 6 .  5,(  ,x , B2 @" `  ., 0 p R Na obrzku je znzornna kru~nice se stYedem v po tku soustavy souYadnic a s polomrem . Po et jejch spole nch bodo s elipsou je: A) nula B) prv jeden C) prv dva D) prv tYi E) prv tyYi  2$ ,  A$MCj04343890000[1]" P  0 0   ,0 T  ? ?     | *, s ,A L??#" `?^ L| ), s ,A L??#" `?'  L^L # +`& /,# @ TB 0, c $D ##+#TB 1, c $D 5' 5'`&J2 2, #  "`%!(9% 3, C ؓS"`?p6  ^y 3 3 x_^ H , 0޽h ? 33___PPT10i.Pz+D=' = @B +  &_6Dagmar HajdovDagmar Hajdov 0 N0   `8 (  8x 8 B2 @" `  80 N  ? ?    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K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c e   0 N0 d \ (  x  B2 @" `    A$MCj04343890000[1]"0 0P  0 0   0 T ? ?       0Xpp nVyberte rovnici pYmky, kter je osou soumrnosti ku~elose ky . A) B) C) D)$8X^  6j  S A L??"?6E L^  6|  s ,A A??#" `?p 7-  A^  6j  S A! A??"?j p&  A^  6j  S A L??"?; @3 L^  6j  S A  L??"?  LH  0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0  6(  x  B2 @" `  0 N 5 ? ?   5 RB  s *DԔ202   S <AMC900432437[1]0 @  0 00  00p zVyberte rovnici pYmky, kter je osou soumrnosti ku~elose ky . A) B) C) D)$>)$W8Xj  S A L??"?ppo Lj  S A A??"?p Aj  S A! A??"?  Aj  S A L??"?p @ Lj  S A  L??"?@; L  0,50 0j  8B) 2P 0  bA! A??"?` .  A H  0޽h ? 33___PPT10i.Pz+D=' = @B +-  0 N0 ,$@ 8(  x  B2 @" `  0 N  ? ?1     40  fAA F? ?"`  F RB  s *DԔ202   S <AMC900434381[1] pb@  0 0t 3 0xR Napiate rovnici paraboly s vrcholem a ohniskem a ur ete rovnici jej Ydc pYmky.s 2sn 5 c $AD F? ?"`Y F 60 NA F? ?%`0  F H  0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0   `8 (  8x 8 B2 @" `  80 N  ? ?    RB  8 s *DԔ2 2  8 S <AMC900434401[1]` @_ 0 0  W8 0  p d Na obrzku je znzornna kru~nice se stYedem v po tku soustavy souYadnic a s polomrem . Po et jejch spole nch bodo s elipsou je: A) nula B) prv jeden C) prv dva D) prv tYi E) prv tyYi 3 238X| X8 s ,A L??#" `?0  L^L # +`& Z8# TB [8 c $D ##+#TB \8 c $D 5' 5'`&J2 ]8 #  "`%!(9% ^8 3 S"`?@p ^y 3 3 x_^  _8 00 7  RE) prv tyYi 20| `8 s ,A% L??#" `?_# LH 8 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 KHF(  Hx H B2 @" ` H0 N  ? ?    RB  H s *DԔ202  H S <A-MC900432453[1] p@  0 0 HH 0<T@ X(Po et spole nch bodo kru~nice s osami soustavy souYadnic je: A) 4 B) 3 C) 2 D) 1 E) 0  2 JH 0T P   :B) 3 20| KH s ,A L??#" `?5 F) LH H 0޽h ? 33___PPT10i.Pz+D=' = @B +   0 N0   #P(  P P N2 @" `  ;   < #P 0Y  Vyberte vaechny hodnoty parametru z mno~iny , pro n~ pYedpis charakterizuje n~e uvedenou mno~inu bodo v rovin. Pokud rovnice nemo~e bt rovnic uveden mno~iny, uvete  nelze . a) kru~nice b) elipsa (krom kru~nice) c) hyperbola d) parabola e) dvojice pYmek 28X P  A$MCj04343890000[1]" yPZJ 0 0  T P0 TT  ? ?    T | P s ,A4 A??#" `? Aj P S A L??"?px  L| P s ,A  L??#" `? LH P 0޽h ? 33___PPT10i.Pz+D=' = @B +/   0 N0 . & Q (  x  B2 @" `  0 N ? ?  T G0 TA$ L? ? 9  L TRB  s *DԔ202  c BA3MC900432483[1]p @y 0 0 ? 0`&T    6 Vyberte vaechny hodnoty parametru z mno~iny , pro n~ pYedpis charakterizuje n~e uvedenou mno~inu bodo v rovin. Pokud rovnice nemo~e bt rovnic uveden mno~iny, uvete  nelze . a) kru~nice b) elipsa (krom kru~nice) c) hyperbola d) parabola e) dvojice pYmek 28X| @ s ,A A??#" `? M W A| B s ,A L??#" `?2 t L C 0<:Tp @ Ja) b) c) d) nelze e) 2$ J0 TA A? ?  A Tf M s *A( A? ? M ' Af N s *A L? ? @  L| Q s ,A& L??#" `? y LH  0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 p +dh(  dx d B2 @" `  d0 N  ? ?    TRB d s *DԔ202  d S <A3MC900432483[1]p @  0 0Z &d 0,DT Napiate rovnici te ny k parabole , kter je rovnob~n s pYmkou .f 2f 'd0  fA E? ?"`U  E Tn (d c $A' L? ?"`  L` )d c $A L? ?} bU  LH d 0޽h ? 33___PPT10i.Pz+D=' = @B +!  0 N0  Jp(  px p Bf2 @" `  p0 N  ? ?    TRB p s *DԔ0x Cp 0XT` Vaechny tYi hyperboly maj stejn souYadnice stYedu. Prvn a druh maj stejn tvar, ale jinou polohu (prvn m hlavn osu rovnob~nou s osou x, druh s osou y), tYet je  orientovna stejn jako prvn, ale m jin tvar (jin sklon asymptot). 2  Ip 0^Tpk Uvete, v em se lia nsledujc tYi hyperboly (a v em naopak ne):F 2F Jp0 TA G? ? _ G T  p S BA7$MCj04404520000[1] H^@  0 0H p 0޽h ? 33___PPT10i.Pz+D=' = @B +rP(>3<"D;OU=ls5`c G{M1c(  X? M~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 260 331,26,Snmek 26 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 280 333,28,Snmek 28 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 300 335,30,Snmek 30N Snmek 320 337,32,Snmek 32 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 340 339,34,Snmek 34 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 380 343,38,Snmek 38 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 400 345,40,Snmek 40 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 460 351,46,Snmek 46 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1) PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 500 355,50,Snmek 50 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0yPANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)D_MNO}INY0257,1,MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0N3Snmek 480 353,48,Snmek 48N<Snmek 470 358,47,Snmek 47N^?Snmek 370 342,37,Snmek 37Nd?Snmek 250 319,25,Snmek 25Nk?Snmek 390 344,39,Snmek 39N=@Snmek 310 336,31,Snmek 31NC@Snmek 490 354,49,Snmek 49NASnmek 130 313,13,Snmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0NASnmek 350 340,35,Snmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NASnmek 330 338,33,Snmek 33LRovnice Equation.30"Editor rovnic 3.0NASnmek 290 334,29,Snmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NESnmek 450 350,45,Snmek 45E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*R8ovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0NGSnmek 270 332,27,Snmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0NZJSnmek 160 356,16,Snmek 16tDK` Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    -   '0 '   "   0 0#Z#-vaVD K 5 Vk VA L3 5t9u*v y6 |a}$~<;L $ %, LK # =| \ zA R                      k         h 2$(-0eO4R$` PXNn}"O42$K'O]Sq2$E]a'2$OƤӬтf3E_42$A~1ۨjKU?2$2CqrZ"@U2$3՛Dʖw92$4Ƃ'ÏjƾLq2$8ػ3h2$@ޢ1g0+wf2$B>VpX,+rh$2$t M@#"y9ٶt82$\g||0E#P5K2$yyۍ ޞ.UsKb$܈ңnޚ{v;_rTB2$#ZI,>poGZ2$g?EY i#Zݱ#2$o,m$Eʡ>2$ϧ|.bnI(2$|*q .+8qF4,2$>c,%ȪrMr2$wm/aP!oR2$!5e3X gI4 2$r%2$712Ls"2$l^N2$ W+X}ҐS 2$J~M{07EqT "$ Cqy[WSbtA0 2$vAz.,T6"*q2$rWsц_39$2$KGQ{p9Ӝ(3.= 0AA f@3uC ʚ;ʚ;g4ididȰL2 0jppp@  <4dddd8 0P80___PPT10 ?  %FhHjIk@ANALYTICK GEOMETRIE KU}ELOSE EK!!(DK 0  0  0 !PEg` Dky za spoluprci a tam se zase pYat& 10 rAutorka: Dagmar Hajdov Zdroj obrzko: Galerie MS Office $:8""9 9 E ? K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c    0 N0   `  : (   ~   H2 @" ` x   B2 @" ` r   S Z `     0 N  ? ?      0 TA" G? ?`@PA G RB   s *DԔ2 2   S <A#MC900432487[1] @  0 0   0|e tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2;  0 NAH G? ? @ G XB   0D 0 XB   0D ~   HA=Obrzek1"`: 7    0pm p 3y 2    00  3x 2    0,r"` `  Zd V p F $[ 2B  RB  @ s *D @ LB   c $D  f2   0"`J w f2   0"` f   0"` H   0޽h ? 33___PPT10i.Pz+D=' = @B +r{M {M1c(  X? M~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 260 331,26,Snmek 26 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 280 333,28,Snmek 28 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 300 335,30,Snmek 30N Snmek 320 337,32,Snmek 32 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 340 339,34,Snmek 34 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 380 343,38,Snmek 38 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 400 345,40,Snmek 40 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 460 351,46,Snmek 46 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1) PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 500 355,50,Snmek 50 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0yPANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)D_MNO}INY0257,1,MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0N3Snmek 480 353,48,Snmek 48N<Snmek 470 358,47,Snmek 47Nd?Snmek 250 319,25,Snmek 25Nk?Snmek 390 344,39,Snmek 39N=@Snmek 310 336,31,Snmek 31NC@Snmek 490 354,49,Snmek 49NASnmek 130 313,13,Snmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0NASnmek 350 340,35,Snmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NASnmek 330 338,33,Snmek 33LRovnice Equation.30"Editor rovnic 3.0NASnmek 290 334,29,Snmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*Rovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0NGSnmek 270 332,27,Snmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0NZJSnmek 160 356,16,Snmek 16tDK` Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0NMSnmek 240 350,24,Snmek 24NMSnmek 200 342,20,Snmek 20/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    - 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K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c О 0 N0 S'K'0'c&(  x  c $BG  G x c $CGTM G c  # l8f2 @?"  U,@< 0 0 q 4body 8 @`  # lKG2 @?"  ,@G 0 0  4body 8 0 @`c  # l^G2 @?"  S ,@C@ 0 0 q 4body 8 @`c  # lHG2 @?"  S ,@=@ 0 0 q 4body 8 @`c  # l\G /2 @?"  ,@M 0 0 q 4body 8 @`~   # lPG2 @?"  P,@A 0 0  4body$ 0 @`N   # lHGf2 @?"  U @k? 0 0 \ 3body$ @`N   # lDG2 @?"   @d? 0 0 \ 3body$ @`N   # lG2 @?"  S  @M 0 0 \ 3body$ @`N   # l`G2 @?"  S @A 0 0 \ 3body$ @`N  # l G /2 @?"   @A 0 0 \ 3body$ @`N  # lG2 @?"  P @A 0 0 \ 3body$ @`B  # l4Gf2 @?" U @ 0 0 P 2body @`B  # l2 @?"  @ 0 0 P 2body @`B  # l 2 @?" S  @ 0 0 P 2body @`B  # ld2 @?" S  @ 0 0 P 2body @`B  # lt /2 @?"  @ 0 0 P 2body @`B  # l'2 @?" P @ 0 0 P 2body @`M  # l1f2 @?" U@ 0 0 [ 1bod$ @`M  # lD=2 @?" @ 0 0 [ 1bod$ @`M  # l>2 @?" S @ 0 0 [ 1bod$ @`A  # lJ2 @?" S @ 0 0 O 1bod @`M  # l] /2 @?" @ 0 0 [ 1bod$ @`  # lk2 @?" P@ 0 0  1bod$ 0 0 0 @`XB  0o ?PURB  s *1 ?PURB  s *1 ? PU RB  s *1 ? 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E 3` #\ c $A L? ?`   LH \ 0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 p +dh(  dx d B2 @" `  d0 N  ? ?    3RB d s *DԔ202  d S <A3MC900432483[1]p @  0 0Z &d 0PW8 Napiate rovnici te ny k parabole , kter je rovnob~n s pYmkou .f 2f 'd0  fA E? ?"`U  E 3n (d c $A' L? ?"`  L` )d c $A L? ?} bU  LH d 0޽h ? 33___PPT10i.Pz+D=' = @B +#  0 N0 " (  x  B2 @" `    A$MCj04343890000[1]"` 0P  0 0  3 0 N w ? ?   w 3>  0l_3  Uvete, jak byste na zahrad  narsovali ;-) elipsu pro budouc zhonek tohoto tvaru.W 2W$H  0޽h ? 33___PPT10i.Pz+D=' = @B +  0 N0 0 [~(  x  B2 @" `  0 N } ? ?   } 3RB  s *DԔ`0`   S <AGMC900434383[1]` p@  0 0< : 0 h3@ Uvete, jak byste na zahrad  narsovali ;-) elipsu pro budouc zhonek tohoto tvaru.W 2W ; 0p3\  bZapchneme dva kolky (ohniska elipsy), na n uv~eme konce provzku (delaho, ne~ je vzdlenost kolko). Pomoc tYetho kolku provzek napneme a  obkrou~me ;-). Viz obrzky. 2 .8 P   Y P `2 ? 0P  `2 @ 0   L 3 BpCDE@F jJ 0pHP` P Pp@`p @     "`h  f8   Z ZB P s *DjJ  n2 G 0"` 0 n2 O 0"`  ZB Q s *DjJ  n2 H 0"`p .8  76 [ 76z2 R <o"` 76ZB S s *DjJX  n2 T 0"` F ZB U s *DjJ0  n2 N 0"`  n2 M 0"`@ p n2 V 0"` / `B W 0DjJ p  `B X 0DjJ 0  H  0޽h ? 33___PPT10i.Pz+D=' = @B +r(N " + "M1c(  X? M~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 260 331,26,Snmek 26 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 280 333,28,Snmek 28 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 300 335,30,Snmek 30N Snmek 320 337,32,Snmek 32 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 340 339,34,Snmek 34 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 380 343,38,Snmek 38 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 400 345,40,Snmek 40 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 460 351,46,Snmek 46 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1) PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 500 355,50,Snmek 50 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0yPANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)D_MNO}INY0257,1,MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0N3Snmek 480 353,48,Snmek 48N<Snmek 470 358,47,Snmek 47Nd?Snmek 250 319,25,Snmek 25Nk?Snmek 390 344,39,Snmek 39N=@Snmek 310 336,31,Snmek 31NC@Snmek 490 354,49,Snmek 49NASnmek 130 313,13,Snmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0NASnmek 350 340,35,Snmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NASnmek 330 338,33,Snmek 33LRovnice Equation.30"Editor rovnic 3.0NASnmek 290 334,29,Snmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*Rovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0NGSnmek 270 332,27,Snmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0NZJSnmek 160 356,16,Snmek 16tDK` Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0NMSnmek 240 350,24,Snmek 24NMSnmek 200 342,20,Snmek 20/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    -   '0 '   "   0 0#Z#-vaVD K 5 Vk VA L3 5t9u*v y6 |a}$~<;L $ %, LK # =| \ zA R                      k         h 2$(-0eO4R$` PXNn}"O42$K'O]Sq2$E]a'2$OƤӬтf3E_42$A~1ۨjKU?2$2CqrZ"@U2$3՛Dʖw92$4Ƃ'ÏjƾLq2$8ػ3h2$@ޢ1g0+wf2$B>VpX,+rh$2$t M@#"y9ٶt82$\g||0E#P5K2$yyۍ ޞ.UsKb$܈ңnޚ{v;_rTB2$#ZI,>poGZ2$g?EY i#Zݱ#2$o,m$Eʡ>2$ϧ|.bnI(2$|*q .+8qF4,2$>c,%ȪrMr2$wm/aP!oR2$!5e3X gI4 2$r%2$712Ls"2$l^N2$ W+X}ҐS 2$J~M{07EqT "$ Cqy[WSbtA0 2$vAz.,T6"*q2$rWsц_39$2$KGQ{p9Ӝ(3.= 0AA f@3uC ʚ;ʚ;g4ididȰL2 0jppp@  <4dddd8 0P80___PPT10 ?  %FhHjIk@ANALYTICK GEOMETRIE KU}ELOSE EK!!(DK 0  0  0 !PEg` Dky za spoluprci a tam se zase pYat& 10 rAutorka: Dagmar Hajdov Zdroj obrzko: Galerie MS Office $:8""9 9 E ? K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c rv RsM1S[(  R7 VN~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 26d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 28d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 30& Snmek 32d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 34d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 38d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 40d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 46d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)& Snmek 50d PANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0dyPANALYTICK GEOMETRIE PXMKY V ROVIN (1)"_MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0&3Snmek 48&<Snmek 47&d?Snmek 25&k?Snmek 39&=@Snmek 31&C@Snmek 49&ASnmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0&ASnmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0&ASnmek 33LRovnice Equation.30"Editor rovnic 3.0&ASnmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*Rovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0&GSnmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0&ZJSnmek 16tDK` Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0&MSnmek 24&MSnmek 20/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    -   '0 '   "   0 0#Z#-vaVD K 5 Vk VA L3 5t9u*v y6 |a}$~<;L $ %, LK # =| \ zA R                      k         h 2$(-0eO4R$` PXNn}"O42$K'O]Sq2$E]a'2$OƤӬтf3E_42$A~1ۨjKU?2$2CqrZ"@U2$3՛Dʖw92$4Ƃ'ÏjƾLq2$8ػ3h2$@ޢ1g0+wf2$B>VpX,+rh$2$t M@#"y9ٶt82$\g||0E#P5K2$yyۍ ޞ.UsKb$܈ңnޚ{v;_rTB2$#ZI,>poGZ2$g?EY i#Zݱ#2$o,m$Eʡ>2$ϧ|.bnI(2$|*q .+8qF4,2$>c,%ȪrMr2$wm/aP!oR2$!5e3X gI4 2$r%2$712Ls"2$l^N2$ W+X}ҐS 2$J~M{07EqT "$ Cqy[WSbtA0 2$vAz.,T6"*q2$rWsц_39$2$KGQ{p9Ӝ(3.= 0AA f@3uC ʚ;ʚ;g4JdJdL2 0ppp@  <4dddd8 0P80___PPT10 ?  %FhHjIk@ANALYTICK GEOMETRIE KU}ELOSE EK!!(DK 0  0  0 !PEg` Dky za spoluprci a tam se zase pYat& 10 Zdroj pYklado: vlastn prce a archiv autorky Zdroj doprovodnch obrzko: Galerie MS Office $^P\" ] 9 E ? K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c _!  0 N0 p  ^(      3 r bE2 @"B    ~  E d   C <A$MCj04377910000[1] 2R   N 3u? P u H   0޽h ? 33!___PPT10.+D]' 2u= @B D' = @BA?%,( < +O%,( < +DH' =%(D' =%(DZ' =4@BB#BB%(D' =-g6B fade*<3<* /^D' =+4 8?HCBBCB4DB*k3>'Bstyle.rotation<* /^D' =+4 8?PCB ppt_hBCBB*Y3>B ppt_h<* /^D' =+4 8?PCB ppt_wBCBB*Y3>B ppt_w<* /^D' =1:Bhidden*o3>+B#style.visibility<* /^%(D' =A@BB#BB0B%()))D' =-g6B fade*<3<* /D' =+4 8?HCBBCB4DB*k3>'Bstyle.rotation<* /D' =+4 8?PCB ppt_hBCBB*Y3>B ppt_h<* /D' =+4 8?PCB ppt_wBCBB*Y3>B ppt_w<* /D' =1:Bhidden*o3>+B#style.visibility<* /%(D' =A@BB#BB0B%()))D' =-g6B fade*<3<* /^D' =+4 8?HCBBCB4DB*k3>'Bstyle.rotation<* /^D' =+4 8?PCB ppt_hBCBB*Y3>B ppt_h<* /^D' =+4 8?PCB ppt_wBCBB*Y3>B ppt_w<* /^D' =1:Bhidden*o3>+B#style.visibility<* /^%(D '  =0BcancelBubble@BA?%<(<* %<(<* _%(D ' =%(D{ ' =%(D' =A@BBBB0B%(D ' =+4 8?XCB ppt_xBCB ppt_xB*Y3>B ppt_x<* D' =+4 8?`CB ppt_yBCB1+ppt_h/2B*Y3>B ppt_y<* D' =1:Bhidden*o3>+B#style.visibility<* %(DZ' =4@BB#BB%(D' =-g6B fade*<3<* D' =+4 8?HCBBCB4DB*k3>'Bstyle.rotation<* D' =+4 8?PCB ppt_hBCBB*Y3>B ppt_h<* D' =+4 8?PCB ppt_wBCBB*Y3>B ppt_w<* D' =1:Bhidden*o3>+B#style.visibility<* %(+p+0+ 0 ++0+ 0 +rsEg sM1Yc(  X? N~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 260 331,26,Snmek 26 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 280 333,28,Snmek 28 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 300 335,30,Snmek 30N Snmek 320 337,32,Snmek 32 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 340 339,34,Snmek 34 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 380 343,38,Snmek 38 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 400 345,40,Snmek 40 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 460 351,46,Snmek 46 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1) PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 500 355,50,Snmek 50 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0yPANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)D_MNO}INY0257,1,MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0N3Snmek 480 353,48,Snmek 48N<Snmek 470 358,47,Snmek 47Nd?Snmek 250 319,25,Snmek 25Nk?Snmek 390 344,39,Snmek 39N=@Snmek 310 336,31,Snmek 31NC@Snmek 490 354,49,Snmek 49NASnmek 130 313,13,Snmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0NASnmek 350 340,35,Snmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NASnmek 330 338,33,Snmek 33LRovnice Equation.30"Editor rovnic 3.0NASnmek 290 334,29,Snmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*Rovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0NGSnmek 270 332,27,Snmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0NZJSnmek 160 356,16,Snmek 16tDK` Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0NMSnmek 240 350,24,Snmek 24NMSnmek 200 342,20,Snmek 20/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    -   '0 '   "   0 0#Z#-vaVD K 5 Vk VA L3 5t9u*v y6 |a}$~<;L $ %, LK # =| \ zA R                      k         h 2$(-0eO4R$` PXNn}"O42$K'O]Sq2$E]a'2$OƤӬтf3E_42$A~1ۨjKU?2$2CqrZ"@U2$3՛Dʖw92$4Ƃ'ÏjƾLq2$8ػ3h2$@ޢ1g0+wf2$B>VpX,+rh$2$t M@#"y9ٶt82$\g||0E#P5K2$yyۍ ޞ.UsKb$܈ңnޚ{v;_rTB2$#ZI,>poGZ2$g?EY i#Zݱ#2$o,m$Eʡ>2$ϧ|.bnI(2$|*q .+8qF4,2$>c,%ȪrMr2$wm/aP!oR2$!5e3X gI4 2$r%2$712Ls"2$l^N2$ W+X}ҐS 2$J~M{07EqT "$ Cqy[WSbtA0 2$vAz.,T6"*q2$rWsц_39$2$KGQ{p9Ӝ(3.= 0AA f@3uC ʚ;ʚ;g4ididL2 0jppp@  <4dddd8 0P80___PPT10 ?  %FhHjIk@ANALYTICK GEOMETRIE KU}ELOSE EK!!(DK 0  0  0 !PEg` Dky za spoluprci a tam se zase pYat& 10 Zdroj pYklado: vlastn prce a archiv autorky Zdroj doprovodnch obrzko: Galerie MS Office $^P\" ] 9 E ? K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c m  0 N0 l d ` y0  (  x  Bf2 @" `  y 0`cY"` K  J y b F1 A S B F2 e a x 2  '  "  (    0 N  ? ?    YRB  s *DԔ202   S <ANMC900434411[1]@ @  0 0 c 04.g tUr ete vaechny charakteristiky ku~elose ky a na rtnte ji:; 2; d0 TAI H? ?``\ H Y` e c $AL H? ? HRB h s *D ` 0 RB i s *D` RB j@ s *D RB k s *D r m s <AJObrzek2"`9W x n BAJObrzek2"`W l2 o 6"` v RB p s *D99 fr q 0"`7 l r 6Z"` N l s 6Z"`  f2 t 0"`  f2 u 0"` 0] f2 v 0"` f2 w 0"` _ f2 x 0"`  H  0޽h ? 33___PPT10i.Pz+D=' R= @B +r("Ta bM1Yc(  X? N~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 260 331,26,Snmek 26 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 280 333,28,Snmek 28 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 300 335,30,Snmek 30N Snmek 320 337,32,Snmek 32 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 340 339,34,Snmek 34 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 380 343,38,Snmek 38 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 400 345,40,Snmek 40 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 460 351,46,Snmek 46 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1) PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 500 355,50,Snmek 50 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0yPANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)D_MNO}INY0257,1,MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0N3Snmek 480 353,48,Snmek 48N<Snmek 470 358,47,Snmek 47Nd?Snmek 250 319,25,Snmek 25Nk?Snmek 390 344,39,Snmek 39N=@Snmek 310 336,31,Snmek 31NC@Snmek 490 354,49,Snmek 49NASnmek 130 313,13,Snmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0NASnmek 350 340,35,Snmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NASnmek 330 338,33,Snmek 33LRovnice Equation.30"Editor rovnic 3.0NASnmek 290 334,29,Snmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*Rovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0NGSnmek 270 332,27,Snmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0NZJSnmek 160 356,16,Snmek 16tDK` Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0NMSnmek 240 350,24,Snmek 24NMSnmek 200 342,20,Snmek 20/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    -   '0 '   "   0 0#Z#-vaVD K 5 Vk VA L3 5t9u*v y6 |a}$~<;L $ %, LK # =| \ zA R                      k         h 2$(-0eO4R$` PXNn}"O42$K'O]Sq2$E]a'2$OƤӬтf3E_42$A~1ۨjKU?2$2CqrZ"@U2$3՛Dʖw92$4Ƃ'ÏjƾLq2$8ػ3h2$@ޢ1g0+wf2$B>VpX,+rh$2$t M@#"y9ٶt82$\g||0E#P5K2$yyۍ ޞ.UsKb$܈ңnޚ{v;_rTB2$#ZI,>poGZ2$g?EY i#Zݱ#2$o,m$Eʡ>2$ϧ|.bnI(2$|*q .+8qF4,2$>c,%ȪrMr2$wm/aP!oR2$!5e3X gI4 2$r%2$712Ls"2$l^N2$ W+X}ҐS 2$J~M{07EqT "$ Cqy[WSbtA0 2$vAz.,T6"*q2$rWsц_39$2$KGQ{p9Ӝ(3.= 0AA f@3uC ʚ;ʚ;g4ididL2 0jppp@  <4dddd8 0P80___PPT10 ?  %FhHjIk@ANALYTICK GEOMETRIE KU}ELOSE EK!!(DK 0  0  0 !PEg` Dky za spoluprci a tam se zase pYat& 10 Zdroj pYklado: vlastn prce a archiv autorky Zdroj doprovodnch obrzko: Galerie MS Office $^P\" ] 9 E ? K L M(N O P Q R S T 5d V W X Y "^ #_ ff (a .b /c rba b4M1c(  ? >O~Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.05 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0 Rovnice Equation.30"Editor rovnic 3.0w Rovnice Equation.30"Editor rovnic 3.0} Rovnice Equation.30"Editor rovnic 3.0 %Rovnice Equation.30"Editor rovnic 3.0 )Rovnice Equation.30"Editor rovnic 3.0 +Rovnice Equation.30"Editor rovnic 3.0& Snmek 14 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 260 331,26,Snmek 26 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 280 333,28,Snmek 28 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 300 335,30,Snmek 30N Snmek 320 337,32,Snmek 32 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 340 339,34,Snmek 34 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 380 343,38,Snmek 38 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 400 345,40,Snmek 40 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 460 351,46,Snmek 46 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1) PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)N Snmek 500 355,50,Snmek 50 PANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)1Rovnice Equation.30"Editor rovnic 3.0yPANALYTICK GEOMETRIE PXMKY V ROVIN (1)0\257,1,ANALYTICK GEOMETRIE PXMKY V ROVIN (1)D_MNO}INY0257,1,MNO}INY3`Rovnice Equation.30"Editor rovnic 3.0N3Snmek 480 353,48,Snmek 48N<Snmek 470 358,47,Snmek 47Nd?Snmek 250 319,25,Snmek 25Nk?Snmek 390 344,39,Snmek 39N=@Snmek 310 336,31,Snmek 31NC@Snmek 490 354,49,Snmek 49NASnmek 130 313,13,Snmek 13LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0NASnmek 350 340,35,Snmek 35ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0ARovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0NASnmek 330 338,33,Snmek 33LRovnice Equation.30"Editor rovnic 3.0NASnmek 290 334,29,Snmek 29LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0LRovnice Equation.30"Editor rovnic 3.0E$Rovnice Equation.30"Editor rovnic 3.0L%Rovnice Equation.30"Editor rovnic 3.0E&Rovnice Equation.30"Editor rovnic 3.0L'Rovnice Equation.30"Editor rovnic 3.0L(Rovnice Equation.30"Editor rovnic 3.0E)Rovnice Equation.30"Editor rovnic 3.0E*Rovnice Equation.30"Editor rovnic 3.0E+Rovnice Equation.30"Editor rovnic 3.0E,Rovnice Equation.30"Editor rovnic 3.0E-Rovnice Equation.30"Editor rovnic 3.0E.Rovnice Equation.30"Editor rovnic 3.0E/Rovnice Equation.30"Editor rovnic 3.0F0Rovnice Equation.30"Editor rovnic 3.0F1Rovnice Equation.30"Editor rovnic 3.0F2Rovnice Equation.30"Editor rovnic 3.0F3Rovnice Equation.30"Editor rovnic 3.0F4Rovnice Equation.30"Editor rovnic 3.0G9Rovnice Equation.30"Editor rovnic 3.0G;Rovnice Equation.30"Editor rovnic 3.0G<Rovnice Equation.30"Editor rovnic 3.0G=Rovnice Equation.30"Editor rovnic 3.0G>Rovnice Equation.30"Editor rovnic 3.0NGSnmek 270 332,27,Snmek 27G?Rovnice Equation.30"Editor rovnic 3.0G@Rovnice Equation.30"Editor rovnic 3.0GARovnice Equation.30"Editor rovnic 3.0HBRovnice Equation.30"Editor rovnic 3.0HCRovnice Equation.30"Editor rovnic 3.0HDRovnice Equation.30"Editor rovnic 3.0NZJSnmek 160 356,16,Snmek 16DK` Dky za spoluprci a tam se zase pYat& 0l359,4, Dky za spoluprci a tam se zase pYat& LJRovnice Equation.30"Editor rovnic 3.0LKRovnice Equation.30"Editor rovnic 3.0LMRovnice Equation.30"Editor rovnic 3.0NMSnmek 240 350,24,Snmek 24NMSnmek 200 342,20,Snmek 20/ 0LDArial 00PPH:Lؖ2 0ؖ B . @n?" dd@  @@`` @8H HXdu *    -   '0 '   "   0 0#Z#-vaVD K 5 Vk VA L3 5t9u*v y6 |a}$~<;L $ %, LK # =| \ zA R                      k         h 2$(-0eO4R$` PXNn}"O42$K'O]Sq2$E]a'2$OƤӬтf3E_42$A~1ۨjKU?2$2CqrZ"@U2$3՛Dʖw92$4Ƃ'ÏjƾLq2$8ػ3h2$@ޢ1g0+wf2$B>VpX,+rh$2$t M@#"y9ٶt82$\g||0E#P5K2$yyۍ ޞ.UsKb$܈ңnޚ{v;_rTB2$#ZI,>poGZ2$g?EY i#Zݱ#2$o,m$Eʡ>2$ϧ|.bnI(2$|*q .+8qF4,2$>c,%ȪrMr2$wm/aP!oR2$!5e3X gI4 2$r%2$712Ls"2$l^N2$ W+X}ҐS 2$J~M{07EqT "$ Cqy[WSbtA0 2$vAz.,T6"*q2$rWsц_39$2$KGQ{p9Ӝ(3.= 0AA f@3uC ʚ;ʚ;g4ididL2 0jppp@  <4dddd8 0P80___PPT10 ?  %FhHjIk@ANALYTICK GEOMETRIE KU}ELOSE EK!!(DK 0  0  0 !PEg` Dky za spoluprci a tam se zase pYat& 10 Zdroj pYklado: vlastn prce a archiv autorky Zdroj doprovodnch obrzko: Galerie MS Office $^P\" ] 9 E ? 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