-x
Find an equation of tangent line to the graph of y = x + e ,
which perpendicular to the line 3x - y = 7.
我的解法是這樣:
-x -x
y' = 1-e 此為y = x + e 斜率
已知其和y=3x-7 垂直
-x
=> 兩者斜率相乘為-1 => (1-e )*3 = -1
-x 4
=> 得e = ----- -----(A)
3
-x
又求兩者交點 => x + e = 3x - 7 代入(A)
25
=> x = -------
6
求到這邊本來想寫答案的,但是發覺x代回e^-x根本不合@@"
請問各位大大我的問題出在哪裡呢????
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