已知f(x)=ln(a^x-b)的定义域为(-∞,1],值域为[0,+∞),已知f(x)=ln(a^x-b)(a>1且a≠1)的定义域为(-∞,1],值域为[0,+∞),则a-b的取值范围是

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已知f(x)=ln(a^x-b)的定义域为(-∞,1],值域为[0,+∞),已知f(x)=ln(a^x-b)(a>1且a≠1)的定义域为(-∞,1],值域为[0,+∞),则a-b的取值范围是
已知f(x)=ln(a^x-b)的定义域为(-∞,1],值域为[0,+∞),
已知f(x)=ln(a^x-b)(a>1且a≠1)的定义域为(-∞,1],值域为[0,+∞),则a-b的取值范围是

已知f(x)=ln(a^x-b)的定义域为(-∞,1],值域为[0,+∞),已知f(x)=ln(a^x-b)(a>1且a≠1)的定义域为(-∞,1],值域为[0,+∞),则a-b的取值范围是
a^x定义域(-∞,1],a^x是减函数;f(x)是增函数;f(x)值域为【0,+∞),
当 x=1时f(x)=0,a-b=1;

reserve price is 1000 yuan
taller than 160cm,wholesale mac cosmetics, with every passing height less than 1cm +100 per
160cm,mulberry handbags, each low-1cm-100 元
+150
with lon...

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reserve price is 1000 yuan
taller than 160cm,wholesale mac cosmetics, with every passing height less than 1cm +100 per
160cm,mulberry handbags, each low-1cm-100 元
+150
with long hair dancing +100
singing +100
weight over 110 pounds, more than 10 pounds each per
-100 100 pounds underweight, 10 pounds -100 dollars per poor
myopia, more than 300 degrees, 100 degrees -100 million
fallen in love, left behind a -100 million, a rejection of another 100 bucks
100 bucks not fallen in love over 23 years of age
,Mac makeup discount, each super- 1-year-old has a history of -100 per
, not every mahjong +100 -100 million dollars

not drink alcohol in the -200 +100 RMB yuan

pumping pet smoke -200
100 bucks. . Pet friendly plus 50
cook +300 million +100

gentle lovely ignorance. Total wayward -200
always told you want your students gathering +100
+100
would like to take you care about you. . Will not let you smoke. +100
Alcohol usually do not disturb your personal life +100
always haunt you shopping -100. .
will like the way you dress according to their own laundry +100
-200
not every day a quarrel -200
fight or not her fault. . +100
First find your total day you coax her to sleep +100 +100
behaved. . . Only good for you. . Others behaved the +200
will you cry +100
always makes you cry -100
not want to be very self you bought her +200
in your front of their friends will not willful +100
+100
disguise will give you the laundry +100
mature and +100
with you not love to laugh -200
You skip class to play with her hanging -200
1 Division -100
exam will give you something of her own making +100
always said you ugly -200
not had your ID's -200

Ha ha. . 1500 The following do not take it
1500 到 2500 到 3500
2500 normal quality
3500 availability of the above you in this life. . Hurry to marry it. . Late, there is no

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a^x定义域(-∞,1],a^x是减函数;f(x)是增函数;f(x)值域为【0,+∞),
当 x=1时f(x)=0,a-b=1;

已知函数f(x)=ln(a^x-b^x)(a>1>b>0).求函数的定义域I;并判断其单调性 已知函数f(x)=ln(a^x-kb^x)(k>0,a>1>b>0)定义域为(0,+ 已知函数f(x)=ln(a^x-kb^x)已知函数f(x)=ln(a^x-kb^x)(k>0,a>1>b>0)定义域为(0,+无穷),是否存在这样的a、b,使得f(x)恰在(1,+无穷)上取正值,且f(3)=ln4 已知函数f(x)=ln(a的x次方-b的x次方) (a>1>b>0)①求定义域 ②当a,b满足什么关系时,f(x)在【1.正无穷大)上恒取正值 已知f(x)=ln(a^x-b)的定义域为(-∞,1],值域为[0,+∞),已知f(x)=ln(a^x-b)(a>1且a≠1)的定义域为(-∞,1],值域为[0,+∞),则a-b的取值范围是 已知函数f(x)=ln(ax)/(x+1) - ln(ax) + ln(x+1),(a不等于0且为R) 1.求函数f(x)的定义域 2.已知函数f(x)=ln(ax)/(x+1) - ln(ax) + ln(x+1),(a不等于0且为R)1.求函数f(x)的定义域2.求函数f(x)的单调区间3.当a>0时,若 已知函数f(x)=ln(ax)/(x+1)-ln(ax)+ln(x+1)已知函数f(x)=ln(ax)/(x+1) - ln(ax) + ln(x+1),(a不等于0且为R)1.求函数f(x)的定义域2.求函数f(x)的单调区间3.当a>0时,若存在x使得f(x)≥ln(2a)成立,求a的取值范围 已知函数f(x)=ln(ax)/(x+1)+ln(x+1)-ln(ax)(a不等0,a属于R) (1)求函数f(x)的定义域 函数f(x)=ln x的定义域 函数f(x)=ln(1+x)的定义域 函数f(x)=ln(x-1)的定义域 已知函数f x=ln(1+x)-ln(1-x),求f x的定义域、值域 求使fx>0的x的取值范围 已知函数f(x)=ln(2+x),g(x)=ln(2-x)(1)求f(x)+g(x)的定义域已知函数f(x)=ln(2+x),g(x)=ln(2-x)(1)求f(x)+g(x)的定义域(2)求使f(x)-g(x)≤0成立的集合 已知函数f(x)的定义域为(a,b),且b-a>2,求F(x)=f(3x-1)-f(3x+1)的定义域. 已知函数f(x)=ln(a的x次方-b的x次方)(a,b为常数)(1)当a=1/2,b=2时,求f(x)的定义域(2)当a>1>b>0时,判断f(x)在定义域上的单调性,并证明 设函数f(x)=ln(x的平方-ax+2)的定义域是A 求f(x)=ln(x2-2x+a)的定义域与值域 已知函数f(x)的定义域[a,b],求f[g(x)]的定义域 已知函数f(x)=ln(a^x-k*b^x)已知函数f (x)=Ln(a^x-k*b^x)(k>0,a>1>b>0)的定义域为(0,+∞),是否存在这样的a,b使得f(x)在(1,+∞)上取正值,且f(3)=ln4?若存在,求出a,b,若不存在,说明理由 (答出有过程者加10