(1 x)*(log(x))^2的极值matlab

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(1 x)*(log(x))^2的极值matlab
log(2x)+log(3y)-log(2z) 怎么化简? log3(x^2-2x-6)=2 log(3x+6)=1+l

log(2x)+log(3y)-log(2z)=log(12xyz)log3(x^2-2x-6)=2=log3(9)x^2-2x-6=9x=-3x=5x=5使得x^2-2x-6

log底数7[log底数3(log底数2X)]=0,那么x^1/2的值是

log底数7[log底数3(log底数2X)]=0[log底数3(log底数2X)]=7^0=1log底数2X=3^1=3x=2^3=8x^1/2=√8=2√2

[log (底数为a) x]=[1\2log (底数为a) b ] - [ log (底数为a)c]求X

[log(底数为a)x]=[1\2log(底数为a)b]-[log(底数为a)c][log(底数为a)x]=【log(底数为a)根号b】-[log(底数为a)c][log(底数为a)x]=log(底数

log(1/2) |x-1|>0

答:log1/2|x-1|>0则有:0

log a(1/2次方) x等于2log a

是的loga(1/2次方)x=logax^2=2logax

解不等式:log½(x²-1)>log½(2x²-x-3)

∴0<x²-1<2x²-x-3;x²-1>0;x²>1;x>1或x<-1;x²-x-2>0;(x-2)(x+1)<0;x>2或x<-1;∴x>2或x<

[( log(x^2) + log(x^4) )/ log(100 x)] = 4 求X

没有底数吗?还是是lg[(lg(x^2)+lg(x^4))/lg(100x)]=(2lgx+4logx)/lg(100x)=6lgx/(2+lgx)=46lgx=8+4lgx所以.lgx=4x=100

2log底3x+log底3 2=1/2log底3 16 x为什么值

原式为2㏒(3)x+㏒(3)2=1/2log(3)16化简:log(3)x²+log(3)2=log(3)4log(3)x²+log(3)2=2log(3)2log(3)x

(1/3)^[log(1/2)^(x^2-3x+1)]

由原式可得(1/3)^[log(1/2)^(x^2-3x+1)]0又因为底数是1/2,所以0

f(x)=log^2(x+1)/(x-1)+log^2(x-1)+log^2(p-x)的值域(负无穷,log^(p+1)

f(x)=log^2(x+1)/(x-1)+log^2(x-1)+log^2(p-x)定义域:(x+1)/(x-1)>0,且x-1>0,且p-x>0x<-1或x>1,且x>1,且x<p∴1<x<pf(

log(0.1)log(0.2)log(0.5)(1/根号5次2)=x,求x的值

log(0.5)(1/根号5次2)=1/5log(0.2)1/5=1log(0.1)1=0,所以x=0.

log(0.5x)(2)-log(0.5x^3)(x^2)=log(0.5x^3)(4)

  如果数据没错的话应该就是这个答案了.

log(X+5)+log(X+2)=1

㏒(X+5)(X+2)=1,X^2+7X+10=10X=0或X=-7,当X=0时,符合题意,当X=-7时,㏒(X+5)无意义,舍去.∴X=0.

lg(7*2^x+8)>=log(√10) 2^x,求函数f(x)=log(1/2)x*log(1/2)x/4的最小值

lg(7*2^x+8)≥log(√10)2^x,即lg(7*2^x+8)≥log(10)[2^(2x)],7*2^x+8≥2^(2x)2^(2x)-7*2^x-8≤0,-1≤2^x≤8,x≤3.则lo

已知log(1/7)[log(3)(log(2)x)]=0

log1/7[log3(log2x)]=0=log1/7(1)所以log3(log2x)=1log3(log2x)=log3(3)log2(x)=3x=2³x=8

f(x)=|log(a)(x)-1|+|2log(a)(x)|,求使f(x)<2的x范围,

令b=log(a)(x)则x=a^b则f(x)=|b-1|+2|b|当f(x)

对数不等式:log(1/2) (4x^2-x)>1

log(1/2)(4x^2-x)>1log(1/2)(4x^2-x)>log(1/2)(1/2)0x1/44x²-x-1/4

y=log(4)(1-2x+x^2) =log(2)[(1-x)^2] /log(2)(4) =2[log(2)|1-x

因为:(1-2x+x^2)=(1-x)^2所以:log(4)(1-2x+x^2)=log(4)[(1-x)^2]对其使用换底公式(log(a)b=[log(c)b]/[log(c)a]),将以4为底,

(高一)若x满足2(log(1/2)x)^2-14log(4)x+3≤0,求f(x)=[log(2)(x/2)]*{lo

2(log(1/2)x)^2-14log(4)x+3≤02(log(2)x)^2-7log(2)x+3≤0=>1/2≤log(2)x≤2log(2)√2≤log(2)x≤log(2)8∴√2≤x≤8f