Page 30 - 技數學 B 升學跨越講義
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數學 B


                           綜合模擬測驗



                    一 . 基本題

                    (    ) 1.  ʊٝᅰᇞɪՇᓃ A(2x + 1)dB(4x - 1)d߰ B ᓃί A ᓃ̛ᗙd˲ᇞݬ AB ڗމ 3dۆ
                             ᓃ A ѬᅺމОkc(A) A(-4)c(B) A(-6)c(C) A(6)c(D) A(4)f

                    (    ) 2.  တԑʔഃό | 2x - 4 | $  6 ʘ༆މОkc

                             (A) x $  5 א x #  -5c(B) -5 #  x #  5c(C) -1 #  x #  5c(D) x $  5 א x #  -1f

                    (    ) 3.  တԑʔഃό | 3 - x | < 1 ʘ༆˸ਜගڌͪމОkc
                             (A) (-4 , -2)c(B) (-2 , 4)c(C) (2 , 4)c(D) (4 , 2)f

                    (    ) 4.  ʊٝ b > 0dண | 2x + a | #  b ʘ༆ණΥމ {x | 2 #  x #  6}dۆ (a , b) ʘ࠽މОkc

                             (A) (-8 , -4)c(B) (-4 , 8)c(C) (-8 , 4)c(D) (4 , -8)f

                    (    ) 5.  ߰ᓃ A(a + b , a) ίୋɚ൥ࠢdۆᓃ P(ab , b) ίୋ఻൥ࠢkc
                             (A) ɓc(B) ɚc(C) ɧc(D) ̬f

                    (    ) 6.  ίٜԉѬᅺ̻ࠦɪd߰ᓃ P(a - b , ab) ίୋ̬൥ࠢdۆᓃ Q(a , b) ᙮׵ୋ఻൥ࠢk

                             (A) ɓc(B) ɚc(C) ɧc(D) ̬f

                    (    ) 7.  ʊٝ A(3 , -5)eB(2 , 1) މ̻ࠦɪʘՇᓃdۆ AB ൷ᕎމОkc

                             (A)  13 c(B)  17 c(C)  37 c(D)  65 f

                    (    ) 8.  ʊٝɧԉҖ DABC ɧ௟ᓃѬᅺމ A(2 , 1)eB(3 , -1)eC(4 , 0)dۆϤɧԉҖ௰ҁ዆
                             ٙ౜ࠑމОkc

                             (A) ഃ໐ɧԉҖc(B) ഃᗙɧԉҖc(C) ٜԉɧԉҖc(D) ഃ໐ٜԉɧԉҖf

                    (    ) 9.  ʊٝ A(0 , 3)eB(k + 1 , 5)eC(-4 , 1) މ̻ࠦɪɧᓃdB ᓃίୋɚ൥ࠢd˲ AB ʘڗ

                             ܓഃ׵ AC ʘڗܓdۆ k = kc(A) 3c(B) -5c(C) -4c(D) 2f
                    (    ) 10. ̻ࠦɪՇᓃ A(5 , -1)dB(3 , 4)f߰ C ᓃί y ൿɪd˲တԑ AC = BCdۆ C ᓃѬᅺ

                                                  1               1             1             1
                             މОkc(A) (0 , -          )c(B) (0 , -    )c(C) (0 ,    )c(D) (0 ,    )f
                                                 10              15            15             10

                    (    ) 11. ʊٝ P(3 , -14)dQ(-5 , 2) Շᓃd߰ R !  PQ ˲ PR = 3RQdۆ R ᓃʘѬᅺމОkc
                             (A) (3 , -7)c(B) (-3 , -2)c(C) (3 , -9)c(D) (6 , -14)f


                    (    ) 12. ʊٝ A(-5 , 3) ၾ B(1 , 9)d߰ᓃ P(x , y) ίᇞݬ AB ʘɪd˲ ABjPB = 3j2dۆᓃ
                             P ၾᓃ C(-2 , 4) ٙ൷ᕎމОkc(A)  5 c(B)  3 c(C)  2 c(D) 1f

                    (    ) 13. ̻ࠦɪ AeBeC ɧᓃ΍ᇞ˲ A - B - Cdʊٝ A(-4 , 7)eB(2 , -1)eC(x , y)d˲

                             ABjBC = 2j1dۆ x + y = kc(A) -1c(B) 0c(C) 1c(D) 2f





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