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【单选题】
每一个次数大于0的本原多项式都可以分解为多少个在Q上不可约的本原多项式的乘积?A.
只有两个
B.
最多四个
C.
无限多个
D.
有限多个
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【单选题】Which of the following is not true according to James Joyce？
A.
, Ulysses has become a prime example of modernism in literature.
B.
, Joyce is regarded as the most prominent stream-of-consciousness novelist.
C.
, Joyce is a realistic writer in English literature history .
D.
D, His novel "A Portrait of the Artist as a Young man" is a naturalistic account of the hero's bitter experiences and his final artistic and spiritual liberation.
【简答题】已知函数f（x）=2 x ，等差数列{a x }的公差为2，若f（a 2 +a 4 +a 6 +a 8 +a 10 ）=4，则log 2 [f（a 1 ）·f（a 2 ）·f（a 3 ）·…·f（a 10 ）]=（ ）。
【简答题】请根据下列所提供条件,运用重心计算法求快递网点的最佳落点P 0 并用坐标图标示出来。 需求点 I1 I 2 I 3 I 4 I 5 坐标 ( 4 , 8 ) ( 3 , 5 ) ( 7 , 10 ) ( 11 , 2 ) ( 1 , 9 ) 服务费 45 38 76 65 110 快件量 65 80 55 90 30
【简答题】已知f（x）＝x 5 ＋ax 3 ＋bx，f（－2）＝10，则f（2）=___
【简答题】已知函数f(x)=2 x ,等差数列{a n }的公差为2,若f(a 2 +a 4 +a 6 +a 8 +a 10 )=4,则log 2 [f(a 1 )·f(a 2 )·f(a 3 )·…·f(a 10 )]='________.'
【单选题】James Joyce was a famous______ whose masterpiece Ulysses has been highly eulogized in the Western literary world as one of the greatest works in the 20(上标)th century.
A.
essayist
B.
novelist
C.
poet
D.
playwright
【简答题】已知函数 f ( x) =2 x ，等差数列{ a x }的公差为2。若 f(a 2 +a 4 +a 6 +a 8 +a 10 )=4，则 log 2 [ f ( a 1 )· f ( a 2 )· f ( a )·…· f ( a 10 )]= 。
【简答题】已知函数f（x）= x 2 -10，x＞0 0，x=0 x 2 +10，x＜0 ，则f（f（3））=______．
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