Ӗ(xn)8 ż?x)?)
ĵԡżǸصo֮һر(sh)(yng)øͻ.ҪW(xu)ʽջγӦ?
Ӗ(xn)ų
()֪żf(x)(0+)f(2)=0,ⲻʽf[log2(x2+5x+4)]0.
̽
[1]֪溯f(x)Ƕ(-33)ϵļ㲻ʽf(x-3)+f(x2-3)<0,費ʽ⼯AB=A{x|1x },g(x)=-3x2+3x-4(xB)ֵ.
DՊ(sh)ۺĿۺ֪RͽQـ?
֪RУҪLȥ.
ĿʽеġfȥӖ(xn)㣬κsֵʱѧ?
_ȥfţD(zhun)xcosʽ^ݠмֵ.
?x0,0
f(x)溯f(x-3)<-f(x2-3)=f(3-x2),f(x)(-33)Ǽ
x-3>3-x2,x2+x-6>0,x>2x<-3,ϵ2
B=A{x|1x }={x|1x< },g(x)=-3x2+3x-4=-3(x- )2- ֪g(x)Bg(x)max=g(1)=-4.
[2]֪溯f(x)Rf(x)[0+)Ƿ(sh)m,ʹf(cos2-3)+f(4m-2mcos)>f(0)Цȡ[0, ]?ڣ(sh)mķڣf.
D̽Ҫ鿼ۺ`˼SsĿ.
֪RУҪLĵԺżԣõȼD(zhun)˼AΪκs?
úۺȥرõȼתO.
뷽Ҫõȼת˼o(j)?
⣺f(x)Rϵ溯[0+)f(x)Rϵ.Dzʽɵȼ۵D(zhun)f(cos2-3)>f(2mcos-4m),
cos2-3>2mcos-4m,cos2-mcos+2m-2>0.
t=cos,ȼ۵D(zhun)g(t)=t2-mt+2m-2=(t- )2- +2m-2[01]ϵֵD(zhun)g(t)[01]ϵСֵ.
?<0,m<0rg(0)=2m-2>0 m>1m<0;
0 1r0m2rg(m)=- +2m-2>0
4-2
>1,m>2rg(1)=m-1>0 m>1.m>2
ϣĿҪmֵڣȡֵm>4-2 .
Ӗ(xn)漰ԼķҪ?/p>
(1)żԺ͵ȥйGۺĿ.ĿҪмS֪Rۺͽ.
(2)(yng).úżԺ͵Խ(sh)ĹУҪõȼD(zhun)^ϵ˼뷽^MAΪĺε?رúĵ(sh)(yng)еֵ.
2017ɿ?/strong>2017qʷ{W(xu)ģ
2017ɿ2017qr/