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定义Mnx=x(x+1)(x+2)…(x+n−1)(x∈R,n∈N*),如M4−4=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=M3x−1,则函数f(x)的解析式是:,且f(x)的单调递减区间是(−33,33)(−33,33)(写成开

题目详情
定义
M
n
x
=x(x+1)(x+2)…(x+n−1)(x∈R,n∈N*),如
M
4
−4
=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
M
n
x
=x(x+1)(x+2)…(x+n−1)(x∈R,n∈N*),如
M
4
−4
=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
M
n
x
M
n
x
M
n
x
n
x
N*),如
M
4
−4
=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
N*),如
M
4
−4
=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
*),如
M
4
−4
=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
M
4
−4
=(−4)×(−3)×(−2)×(−1)=24.对于函数f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
M
4
−4
M
4
−4
M
4
−4
4
−4
f(x)=
M
3
x−1
,则函数f(x)的解析式是:______,且f(x)的单调递减区间是
(−
3
3
3
3
)
(−
3
3
3
3
)
(写成开区间或闭区间都给全分).
M
3
x−1
M
3
x−1
M
3
x−1
3
x−1
(−
3
3
3
3
)
(−
3
3
3
3
)
3
3
3
3
3
3
333
3
3
3
3
3
3
333
(−
3
3
3
3
)
(−
3
3
3
3
)
3
3
3
3
3
3
333
3
3
3
3
3
3
333
▼优质解答
答案和解析
∵f(x)=(x-1)•x•(x+1)=x33-x,
又由f′(x)=3x22-1<0,得
3
3
<x<
3
3

即f(x)的单调减区间为(−
3
3
3
3
).
故答案为:f(x)=x3-x     (−
3
3
3
3
)
3
3
3
3
3
3
33333<x<
3
3
3
3
3
3
33333
即f(x)的单调减区间为(−
3
3
3
3
).
故答案为:f(x)=x3-x     (−
3
3
3
3
)
(−
3
3
3
3
3
3
33333,
3
3
3
3
3
3
33333).
故答案为:f(x)=x33-x     (−
3
3
3
3
)
(−
3
3
3
3
3
3
33333,
3
3
3
3
3
3
33333)