Mathematics
Senior High
Resolved
(4)、loge^xは微分したら1になるんですか?
*266 次の関数を微分せよ。 ただし, a > 0, a≠1 とする。
(1) y=log (logx)
(2) y=log (ex+1)
(4) y=log {e*(1-x)}
(3) y=log (sin x)
x²2-2
x² +2
(5) y=log-
(4) y=loge* +log (1-x)
=x+log (1-x)
よって
y' = 1+
(1-x)'
1-x
X
x-1
=
1
1−1−x
ニュー
15-1
Answers
Were you able to resolve your confusion?
Users viewing this question
are also looking at these questions 😉
