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Ôn tập toán 8 1. Giải các phương trình sau            x x x − − + =             x x x− + − − = −           x x x + + − = −         x x x x − = − −           x x x x x x + − + + = − + −    x − =    x x− = −  x   Giảicác bất phương trình sau và biểu diễn tập nghiệm trên trục số: a)  b!)      x x− + ≥  d)     x + ≤ e)      x x− − > f)       x x+ − − ≤ ; g    3) Giải các bài toán tìm x đưa về BPT : 1/ "#$%&'()* x  − +(' 2/ "#,)    > −x  -./0 1  − − "#2)345$%06/( -"#7//2)34%8)*(9:(2)34%8)* -"7//2)34%8)*(9:(2)34%8)* -"#7//;2)345%8)*+(<(:(2)345%8)*  ;2)345%8)*+(=6>)?822)345%8)* GIẢI BÀI TOÁN BẰNG CÁCH LẬP PHƯƠNG TRìNH 1)@A)(6B$$&)C0$,(D=<=E()F-G)CD)3H=I0(6BJK$ =<=E()FL-M#),)B(=IJ)(I8:()B($NB"O(?8P( $6B()C0$,(D 5)@A)$A2KNKQ$4(R(NKNKG)QS(R(NKNK$6> M#=EK$A+((T($UNK/()36<)BV((NKN$WNK)X$6> (T"O(S()O38A(N$A&PNK)/,/V 6)YF6>(Z8)3/()[()*(J)J&$+7F6>(Z8)3/()[()*\,8 <)H)[()*(J)O)=N)X=N/)[()*O))#7F6>(Z8)3/( )[(]((8"O(7F6>(Z8^$Z8HR)[( 7).@A)(6B$+)+)C0$,(D=<='()F)38(#(N-_^=I`)+$=< =E()F((:(^$N-\X()B(=IO):(:()B($N B"O(?8P($6B(0D 8)@A)(6a$+)+)C0$,(D=<=E()FQ$4(N1-\6(78$$6> B=<=E()FJKb(6B$U(c&^)=N),&)d$),&e%$,(D4&)B( $U$4(b(6B$U&P)f(=E()F)X-"O(?$6B(0D  9)@A)(+8+g()C,(0$,(,(DJ)B=N(6>g()C,(D=I,(0 J)B"O(/P(2T,(0=N,(DD,)=E()Fg((6<N- 10)@A)(6B$2K)C0$,(D=<?8P($6B(N.[(^$U(6B )*$+)+)CD=I0=<=E()F)38(#(((:(=V()F5(6B$2K N-D,)78B)#h&(8"O(=E()FR -G8=6B(#(T(E)^8=1.I8N:(I83A("O(S( )O8=6B( -@A)(+8+ig()C,(0$,(,(DJ)Bb=N(6>ig()C,(D$,( ,(0J)"O(/P(2T,(b,)=E()Fg((6<N- BÀI TẬP HÌNH HỌC : Bài 1./ ∆ 0D.b2$6B(/Djb.kl)(8)Vme6B(=8+(U=<0D)V D=N$6B(=8+(U=<0.)V.l)(8HG;n@N)38($%5D..*( (  ∆ 0jD  ∆ 0k. mkm.mjmD mb@bG)o(N(  ∆ 0D.&PU$I8S(p)p)*9mD.GN#()/q_N#(T(E) Bài 2./ ∆ 0D.rL  b0Db0.b)&'(25rl)D.)Vj "O()c7FS()O5)20Dj=N0.j"O($ANV(D. "O($ANDjb.j "O(I8/0m5 ∆ 0D. 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