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hướng dẫn giải đề tự luyện thi thử đại học số 01 môn toán

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Tài liệu tham khảo và tuyển tập đề thi thử đại học, cao đẳng giúp các bạn ôn thi tốt và đạt kết quả cao trong kỳ thi tốt nghiệp trung học phổ thông và tuyển sinh cao đẳng, đại học . Chúc các bạn thi tốt!

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     = − + + −           "* -,./0 " #= − ⇔ JC./E;3 ./E;3K./0"I,""*LM%2"./0 " #= −            ⇔ − + = ⇔ = −     NO ./E;3,"*PQRST$./0 " #= −  ( ) ( )                        6 9   ' ' " " # #   " # # # # #    + +     ⇔ = − ⇔ = − ⇔ − + + + − = + −           ⇔ + = − ⇔ =      1UC " Q3  9=     = −       ,+-%./ @"";.GH3 ( ) ( )    " "    " V # # #  # # #+ + − =   01  !"#$%&'( )*+ ,-./,01*"23+45 23 441&)%56   !"#$%&   !&'%%()*()*&+ 6  V V         "  "   " V   "  "    "  V     "  "      V      V  " V V V V " V V 9 " V 9 V 8   6 V #  # # #  # # # # # #  # # # # #  # # #  # # # ( ( ) π π π ⇔ + + − = ⇔ − − − = ⇔ − − = ⇔ − − − =   ⇔ − = ⇔ − =     ⇔ = + ∈  @"";.GH3 ( ) ( )  V    W V    V X  V# # # # # #− − + − − = − + − + %2" # *∈   01 K"-,'":3     #≤ ≤  KL    9    9  #  + # +  = − ≥   = − ≥       +⇒ + =  Y1H    V   = W V  = V X      # + #  # # # #  +− = + − = + − + − = − − =  Z$[;.GHO3        V +   + ++ + + = +  #E;%:;.GH3           V  + +   + +  + =   + + + = +    K<C:;.GH"J\+"P%2"]8! @"":$.E":3(!( Y12"(!('"3        # # #  − =  ⇔ =  − =   NO"-,'": 1UC":Q;.GHO # =    ,&-%./ ^^;<3 ( )      # ' ,# # # # + = + − − ∫   01  ( )            V   # # # # # ' ,# ,# # # + + + − + + − = = ∫ ∫                  V   V   V            # # # ,# # ,# ,# # # # # # #   − − −   = + + = − + + = + +           ∫ ∫ ∫  )B     V  # - ,# # − = ∫ KL "  =   #  ,# ,  π π     = ⇔ = ∈ −            !"#$%&   !&'%%()*()*&+ 7  K_"U3  6   #  #  π π  = → =     = → =    3      6 6            "  "   6 6   . , ,     π π π π π π π   = = − = − + = −     ∫ ∫  1UC         6 ' π = + + −   8,&-%./ H;`RSa CRSaH%,b+!T@A"c,"* Q+0RS8Z"*$+Ra3Za(ZRS"#`R(8./0cZ%,b %2"./0`c%" `c<+"`^*^'";`cZa%'  "d"./0`R%c4  01                  1&H;e\".E $/ /⊥  c4-!"3   / 0/ / 1 0/$⊥ ⇒ ⊥  cL' " `c<+"`8'f./`7    /$∈  3   H 0 $/ 0 %&$2  0 / ⊥  ⊥  ⊥   ^.E3  V  % =  " `R7%,b+"73    V  0 0% %= − =    !"#$%&   !&'%%()*()*&+ 9  Y^.Eg":^\" cZa!T   6  %g Y@A","*Qa'"chh;`R%HchhR  8   8    =   , $/ 0% , $/ 1 0% ,  1 0%= =  f      ' % ' %  3 0' 3 0'⊥ ∈ ⊥ ∈  \".E3   3 0%⊥  1UC' iH!Tjg"+7k ^.E3           l    ' 3 3 0 '  = ⇒ = + = ⇒ =  8,&-%./ H :;.GH,V":;<!":3        W  =   V   l X  # " # " # " # " # " *  # " " # " − − + −  + − =  ∈  + + + = + +     01 ?F.GHL  # "= − '";.GHm3    W     + + =    V W      ⇔ + =     U;,Ugn#(":g,Co`,C # "− =  ?C " #= − %;.GH3    V  l X V # # # #+ + = + +      V  l V V  # # # #⇔ + + = + + +  Y12" V # = − H%2"A";.GH%b": Y12" V # ≠ H;.GHm   V   V  # #  # # + + = + + +  KL    V  V  ? 5 9  V   # # " " # # # + − = ⇒ = = ⇔ = + +  3 " = "  # # " " →+∞ →−∞ = = −  pU;!!"#"$3  [!!"#"$,C3  "− < ≤ %?":;<!": ="⇔ ∈  F.GH4C3 V V " " = +  )B3 V   =4 " " " " = + ∈   9 9 V 5   9  " = " # # 4 " " " " " + − → → = − = ⇔ = = +∞ = −∞    !"#$%&   !&'%%()*()*&+ :   q$,i,!"  ⇔ ;.GHV":;<!":  = V=  "    ∈ ⇔ ∈      427;,<=*>?@,1>A>B;CDAEF==GHHI.1J>K,L>M1L>M1N>.OA3 N>P.A>CQ1JHIR1>>S1* 8K,+-%./ L;0Aj%,br # C8./s     3     l$ # "− + + = 1"#;.GH ./0  I,cW=t+""*;<!":R8ScR(cS  ,T,*  @A"R=!1Hcm"$3  /% /& /% /&= ⇔ =     W8   W=  & &  + # "⇔ − − = − −  V W   V 6  =   > 6    & & & &  #  #  + & + " + " +  =  − = −  + +    ⇔ ⇔ ⇒     − = − +     =    1HR8S,j./s$3         l V 6   l    +  +  − + + =   + +     − + + =                 =8 V= 8     V6 6> X > V6 6> = = = =  X    > >   % &  +  +  + % &  +  +  + −  = − =   + − + =    ⇔ ⇔ ⇔        − = = − + + + =               Y12"R=%SV=,C 3  9" − =  Y12" V6 6> X > = = = 3 l 6 9   > > % & # "     − ⇒  − − =          'b"%2":Aj 5#"6 8"L;0   3  98   3 l 97 # 6 8 " 6+ − = + + = %"* R==1"#;.GH./0gI,R%,b%2"",C#QF%u8/" ./0gt"L;0F8ui.E+"c8ZR,"*+0cZ  ,T,*  @A"c=!=8gR==,"*cZ$Z=!=   =9= = −  %4G; ;,C#Q;F=  9== =  %4G; ;,C#Q;u @A"    87 8 = ∩ %4Gv;.GQ  3   =  = =      = = − −       3    9     9 9  9   9 / 7     8 +  +  +   %/    ∈ + − = =      ∈ ⇔ − − + = ⇔ =       − − + + = = =         !"#$%&   !&'%%()*()*&+ U  K./0g"I,R==8%4Gv;.G ==%/ =  $;.GH3     3    # " 6 , − + + = =  8K,&-%./ Ho ;\w!"#3  6 6 6 + =   01 @A";\ = 8 6  +  + * = + ∈ K"-,'":3 9 9 9  6 + ≠  ≠ ⇔  ≠   3        6 6 6 6 6 6  +  +  + 6 + = ⇒ + = ⇔ + + + = −            +    + +  + + +  + + = ⇔ + + + = − ⇔  = −   @"":.E3  9  + =   =  L 9 9  + =   =  +" x+"oCw(NO!" 1UC;\iH3w( 3>P.A>CQ1JHIR1>1JAK. 8V,+-%./ L;0Aj%,b 5#" 84";     3  6 > # " 3 + = %./0 3 V  9, # " + − =  \ " T ./0 g t k +" " "* R8 S ;< !": H "*  ,j k  %&$  g":^!T6  01 )B:;.GH3   V= 9  V=9= 9= 6 > 9=   V  9 # " # " % & # " # "  = =  + =  ⇔ ⇒   = =   + − =   ""*Qg%k @A" ( )   9 9 9 9 =     6 > # " $ # " 3∈ ⇒ + = 3 ( ) 9 9  V  8 l # " , $ %&  + − = =  9 9 9 9  V      l  V    l  %&$ # " 0 %&  # "  + − = = = + −  4""#,C3 9 9 9 9 9 9  V V   V    V 9  # " # " # " + =  + − = ⇔  + =   [%.E;.GH3  9 9   W 9" "− + = 8;.GHC%b": [%.E;.GH3  9 9   VV     " " #= ⇔ = ± ⇒ = ∓  1UC""*NOC$,i,!" 3    =   =   $  $     − −          6 L;0F3    9# " 6− + − = % ./03    3     # " 6 , − − = = − 8 l l 3   V  # " 6 , − + = =  H "*   g 8 g% &∈ ∈ RShhF%RS Fj'!T    !"#$%&   !&'%%()*()*&+    01 H "*   g 8 g% &∈ ∈ RShhF%RS Fj'!T      8 8  % , %   ∈ ⇒ + + −       l8V 8 l& , &   ∈ ⇒ + −          V8V 8  l%&      = − + − − + −          9   V V    l 9 1 %&       = ⇔ − + − + + + + − =     6  9 ⇔ + + =  ( )     h  V   V   h h     % 7     %& 7 , + − − − − + ⇒ = = =   l    = −  ⇔  =   12"    X  l  >= =98 W= =      % & −   = − ⇒ = ⇒ − −         V W  =V= 8 V= =      % & − − −   = ⇒ = ⇒ −      8V  ,&-%./ L;0Aj 5#" 8HU;E;"*!"*,g"y;\zNO3  z 6 = + + %   6 − + =   01 @A" z  =   = # " # " * / # "= + ∈ ⇒ "*!"*,g"yz$:e 5#"    z                    6  # "  6 # "  6  # "  # " = − − = − + − ⇒ = − + − − + = ⇔ − + − = ⇔ − + − =  1UCU;E;"*!"*,g"y;\zj./s<P=8! '^{(   ,-./,01*"03-IM1>CQ1J JW1* .A=K,/1 

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HÌNH ẢNH LIÊN QUAN

Câu IV. (1,0 ñi.m) Cho hình chóp S.ABCD ñáy ABCD là hình vuông c+nh bTng a. GA iM là trung ñi*m - hướng dẫn giải đề tự luyện thi thử đại học số 01 môn toán
u IV. (1,0 ñi.m) Cho hình chóp S.ABCD ñáy ABCD là hình vuông c+nh bTng a. GA iM là trung ñi*m (Trang 3)
V&amp; hình phe ta ch\ng minh ñưEc CM ⊥ MN. Mà theo ñ- bài ta có: MN⊥SM⇒MN⊥ mp SMC( ) - hướng dẫn giải đề tự luyện thi thử đại học số 01 môn toán
amp ; hình phe ta ch\ng minh ñưEc CM ⊥ MN. Mà theo ñ- bài ta có: MN⊥SM⇒MN⊥ mp SMC( ) (Trang 3)

TỪ KHÓA LIÊN QUAN

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