考點:數(shù)列中的規(guī)律
專題:探索數(shù)的規(guī)律
分析:(1)根據(jù)已知的三個數(shù)可得排列規(guī)律:從第二項開始每次遞增2;據(jù)此解答.
(2)根據(jù)已知的四個數(shù)可得排列規(guī)律:從第二項開始每次遞增6;據(jù)此解答.
(3)根據(jù)已知的四個數(shù)可得排列規(guī)律:從第二項開始每次遞減6;據(jù)此解答.
解答:
解:根據(jù)分析可得,
(1)29+2=31,33+2=35,35+2=37;
(2)24+6=30,30+6=36,36+6=42;
(3)24-6=18,18-6=12,12-6=6;
故答案為:31,35,37,30,36,42,18,12,6.
點評:數(shù)列中的規(guī)律:關鍵是根據(jù)已知的式子或數(shù)得出前后算式或前后數(shù)之間的變化關系和規(guī)律,然后再利用這個變化規(guī)律再回到問題中去解決問題.