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        1. 在等比數(shù)列的值為 ( ) A.9 B.1 C.2 D.3 查看更多

           

          題目列表(包括答案和解析)

          在等比數(shù)列的值為  (    )

                 A.9                B.1                C.2         D.3

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           在等比數(shù)列的值為(  )

          A.1          B.2            C.3            D. 9

           

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          在等比數(shù)列的值為 (   )

              A.1            B.2                C.3                D. 9  

           

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          在等比數(shù)列的值為( )

          A.1 B.2 C.3 D.9

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          在等比數(shù)列的值為(    )                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                

              A.9           B.1  C.2    D.3

           

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          一、選擇題:

          題號

          1

          2

          3

          4

          5

          6

          7

          8

          9

          10

          11

          12

          答案

          B

          D

          A

          C

          D

          C

          C

          A

          D

          B

          D

          C

          二、填空題(本大題共4小題,每小題4分,共16分)

          13、;   14、;   15、32;     16、2

          三、解答題:(本大題共6小題,共74分,)

          17、解:(I)

                          

                           ……………………………………………………4分

              ………………………………………………………………6分

             (II)由余弦定理

             

              ……………………………………………………………………9分

              而,

              函數(shù)

              當(dāng)………………………………………12分

          18、解:由上表可求出10次記錄下的有記號的紅鯽魚與中國金魚數(shù)目的平均數(shù)均為20,故可認(rèn)為池塘中的紅鯽魚與中國金魚的數(shù)目相同,設(shè)池塘中兩種魚的總數(shù)是,則有

          ,   即   ,        ------------4分

                              

          所以,可估計水庫中的紅鯽魚與中國金魚的數(shù)量均為25000.    ------------6分

          (Ⅱ)顯然,,                                 -----------9分

          其分布列為

          0

          1

          2

          3

          4

          5

          ---------11分

          數(shù)學(xué)期望.                                  -----------12分

            1. ∵DE⊥EB,∴四邊形CDEF是矩形,

              ∵CD=1,∴EF=1。

              ∵四邊形ABCD是等腰梯形,AB=3。

              ∴AE=BF=1。

              ∵∠BAD=45°,∴DE=CF=1。

              連結(jié)CE,則CE=CB=

              ∵EB=2,∴∠BCE=90°。

              則BC⊥CE。                                                 …………3分

              在圖2中,∵AE⊥EB,AE⊥ED,EB∩ED=E,

              ∴AE⊥平面BCDE。

              ∵BC平面BCDE,∴AE⊥BC。                                 …………4分

              ∵AE∩CE=E,∴BC⊥平面AEC。                                …………5分

                 (II)∵AE⊥平面BCDE,CF平面BCDE。

              ∴AE⊥CF。

              ∴CF⊥平面ABE。

              過C作CG⊥AB,連結(jié)FG,則∠CGF就是二面角C―AB―E的平面角!6分

              又CF=1,AE=1,CE=BC=

              ∴AC=

              在Rt△ACB中,AB=

              又AC?BC=AB?CG,∴CG=     ∴FG=   

              ∴二面角C―AB―E的正切值為                             …………8分

                 (III)用反證法。

              假設(shè)EM∥平面ACD。                                         

              ∵EB∥CD,CD平面ACD,EB平面ACD,

              ∴EB∥平面ACD!逧B∩EM=E,∴面AEB∥面ACD                  …………10分

              而A∈平面AEB,A∈平面ACD,

              與平面AEB//平面ACD矛盾。

              ∵假設(shè)不成立。

                  ∴EM與平面ACD不平行!12分

              20、(I)解:由得,

               ,

              ,  

              為等比數(shù)列   ∴=                             3分                                                 

              (II)證明:因為方程的兩根為3、7,

              由題意知, 即,∴

              ∴等差數(shù)列的公差

                                      6分

              要證,只要證明, 即

              下面用數(shù)學(xué)歸納法證明成立

              (i)當(dāng),2,3時,不等式顯然成立,

              (ii)假設(shè)當(dāng))時,不等式成立,即

              當(dāng)+1時,

              ,此時不等式也成立.

              由(i)(ii)知,對任意,成立.

              所以,對任意.                              9分

              (III)證明:由(II)已證成立,兩邊取以3為底的對數(shù)得,

              ,  ∴ w.w.w.k.s.5 u.c.o.m             12分

              21、解:(I)設(shè)橢圓方程為,         1分

              則由題意有,,                       2分

              因此,,                        3分

              所以橢圓的方程為。                          4分

              (II)∵ 斜率存在,不妨設(shè),求出.   5分

              直線 方程為,直線 方程  …………6分

                分別與橢圓方程聯(lián)立,可解出   7分

              ∴ .∴ 為定值.       8分

              (Ⅲ)設(shè)直線AB方程為,與聯(lián)立,消去

              .                                  9分

              >0得-4< <4,且 ≠0,點 的距離為.………… 10分

                             11分

                  設(shè)△的面積為S. ∴ 

              當(dāng)時,得.                       12分

              22、(I)解:當(dāng)

              此時, 的極小值為,無極大值                        …………4分

              (II)解:

                         …………8分

              (III)由(I)知:上為增函數(shù),

               

               

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