解
2=−35⋅(2⋅−0.00796x−(−0.00796x)2)
解
x=0.5572−0.004435312+0.27860.00046…0.077617969.19888E−9+0.27861.88676E−9,x=0.5572−0.004435312−0.27860.00046…0.077617969.19888E−9+0.27861.88676E−9
+1
十進法表記
x=0.00022…,x=−0.01614…解答ステップ
2=−35(2⋅−0.00796x−(−0.00796x)2)
拡張 −35(2⋅−0.00796x−(−0.00796x)2):0.0079670x+0.000063361635x2
2=0.0079670x+0.000063361635x2
辺を交換する0.0079670x+0.000063361635x2=2
2を左側に移動します
0.0079670x+0.000063361635x2−2=0
以下で両辺を割る552385.04078…552385.04078…0.0079670x+552385.04078…0.000063361635x2−552385.04078…2=552385.04078…0
標準的な形式で書く ax2+bx+c=0x2+0.27860.004435312x−0.27861.00872E−6=0
解くとthe二次式
x1,2=2⋅1−0.27860.004435312±(0.27860.004435312)2−4⋅1⋅(−0.27861.00872E−6)
(0.27860.004435312)2−4⋅1⋅(−0.27861.00872E−6)=0.00046…0.077617969.19888E−9+0.27861.88676E−9
x1,2=2⋅1−0.27860.004435312±0.00046…0.077617969.19888E−9+0.27861.88676E−9
解を分離するx1=2⋅1−0.27860.004435312+0.00046…0.077617969.19888E−9+0.27861.88676E−9,x2=2⋅1−0.27860.004435312−0.00046…0.077617969.19888E−9+0.27861.88676E−9
x=2⋅1−0.27860.004435312+0.00046…0.077617969.19888E−9+0.27861.88676E−9:0.5572−0.004435312+0.27860.00046…0.077617969.19888E−9+0.27861.88676E−9
x=2⋅1−0.27860.004435312−0.00046…0.077617969.19888E−9+0.27861.88676E−9:0.5572−0.004435312−0.27860.00046…0.077617969.19888E−9+0.27861.88676E−9
二次equationの解:x=0.5572−0.004435312+0.27860.00046…0.077617969.19888E−9+0.27861.88676E−9,x=0.5572−0.004435312−0.27860.00046…0.077617969.19888E−9+0.27861.88676E−9