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        1. 16.在數(shù)列{an}中.都有.則稱{an}為“等方差數(shù)列 .下列是對“等方差數(shù)列 的判斷: 查看更多

           

          題目列表(包括答案和解析)

          在數(shù)列{an}中,都有a-a=p(n≥2,n∈N*)(p為常數(shù)),則稱{an}為“等方差數(shù)列”.下列是對“等方差數(shù)列”的判斷:

          (1)數(shù)列{(-1)n}是等方差數(shù)列;

          (2)數(shù)列{an}是等方差數(shù)列,則數(shù)列{a}也是等方差數(shù)列;

          (3)若數(shù)列{an}既是等方差數(shù)列,又是等差數(shù)列,則該數(shù)列必為常數(shù)列;

          (4)若數(shù)列{an}是等方差數(shù)列,則數(shù)列{akn}(k為常數(shù),k∈N*)也是等方差數(shù)列.

          則正確命題序號為________

          查看答案和解析>>

          給出定義:在數(shù)列{an}中,都有( p為常數(shù)),則稱{an}為“等方差數(shù)列”.下列是對“等方差數(shù)列”的判斷:
          (1)數(shù)列{an}是等方差數(shù)列,則數(shù)列是等差數(shù)列;
          (2)數(shù)列{(-1)n}是等方差數(shù)列;
          (3)若數(shù)列{an}既是等方差數(shù)列,又是等差數(shù)列,則該數(shù)列必為常數(shù)數(shù)列;
          (4)若數(shù)列{an}是等方差數(shù)列,則數(shù)列{akn}( k∈N*,k為常數(shù))也是等方差數(shù)列.
          其中正確命題序號為   

          查看答案和解析>>

          給出定義:在數(shù)列{an}中,都有( p為常數(shù)),則稱{an}為“等方差數(shù)列”.下列是對“等方差數(shù)列”的判斷:
          (1)數(shù)列{an}是等方差數(shù)列,則數(shù)列是等差數(shù)列;
          (2)數(shù)列{(-1)n}是等方差數(shù)列;
          (3)若數(shù)列{an}既是等方差數(shù)列,又是等差數(shù)列,則該數(shù)列必為常數(shù)數(shù)列;
          (4)若數(shù)列{an}是等方差數(shù)列,則數(shù)列{akn}( k∈N*,k為常數(shù))也是等方差數(shù)列.
          其中正確命題序號為   

          查看答案和解析>>

          在數(shù)列{an}中,都有an2-an-12=p(n≥2,n∈N*)(p為常數(shù)),則稱{an}為“等方差數(shù)列”.下列是對“等方差數(shù)列”的判斷:
          (1)數(shù)列{(-1)n}是等方差數(shù)列;
          (2)數(shù)列{an}是等方差數(shù)列,則數(shù)列{an2}也是等方差數(shù)列;
          (3)若數(shù)列{an}既是等方差數(shù)列,又是等差數(shù)列,則該數(shù)列必為常數(shù)列;
          (4)若數(shù)列{an}是等方差數(shù)列,則數(shù)列{akn}(k為常數(shù),k∈N*)也是等方差數(shù)列.
          則正確命題序號為
           

          查看答案和解析>>

          在數(shù)列{an}中,都有an2-an-12=p(n≥2,n∈N*)(p為常數(shù)),則稱{an}為“等方差數(shù)列”.下列是對“等方差數(shù)列”的判斷:
          (1)數(shù)列{(-1)n}是等方差數(shù)列;
          (2)數(shù)列{an}是等方差數(shù)列,則數(shù)列{an2}也是等方差數(shù)列;
          (3)若數(shù)列{an}既是等方差數(shù)列,又是等差數(shù)列,則該數(shù)列必為常數(shù)列;
          (4)若數(shù)列{an}是等方差數(shù)列,則數(shù)列{akn}(k為常數(shù),k∈N*)也是等方差數(shù)列.
          則正確命題序號為   

          查看答案和解析>>


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