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151國立中央大學數學系
二分逼近法 : 習題 2
1 : r in [ 4.712389e+00 , 6.283185e+00 ]
2 : r in [ 5.497787e+00 , 6.283185e+00 ]
3 : r in [ 5.890486e+00 , 6.283185e+00 ]
4 : r in [ 5.890486e+00 , 6.086836e+00 ]
5 : r in [ 5.890486e+00 , 5.988661e+00 ]
...
15 : r in [ 5.908415e+00 , 5.908510e+00 ]
16 : r in [ 5.908415e+00 , 5.908463e+00 ]
17 : r in [ 5.908439e+00 , 5.908463e+00 ]
 求出 2 ∗ sin(x) + cos(2x) 根
設定起始區間 [ ],容許誤差 1 ×

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Ppt 151-151

  • 1. 151國立中央大學數學系 二分逼近法 : 習題 2 1 : r in [ 4.712389e+00 , 6.283185e+00 ] 2 : r in [ 5.497787e+00 , 6.283185e+00 ] 3 : r in [ 5.890486e+00 , 6.283185e+00 ] 4 : r in [ 5.890486e+00 , 6.086836e+00 ] 5 : r in [ 5.890486e+00 , 5.988661e+00 ] ... 15 : r in [ 5.908415e+00 , 5.908510e+00 ] 16 : r in [ 5.908415e+00 , 5.908463e+00 ] 17 : r in [ 5.908439e+00 , 5.908463e+00 ]  求出 2 ∗ sin(x) + cos(2x) 根 設定起始區間 [ ],容許誤差 1 ×