" 63.If "2^(log(3)9)+25^(log(9)3)=8^(log...

" 63.If "2^(log_(3)9)+25^(log_(9)3)=8^(log_(x)9)," then "x=

Promotional Banner

Promotional Banner

Similar Questions

Explore conceptually related problems

If 4^(log_(9)(3))+9^(log_(2)(4))=10^(log_(x)(83)) then x=

If (4)^(log_(9) 3)+(9)^(log_(2) 4)=(10)^(log_(x) 83) , then x is equal to

If (4)^(log_(9) 3)+(9)^(log_(2) 4)=(10)^(log_(x) 83) , then x is equal to

4^(log_(9)3)+9^(log_(2)4)=10^(log_(x)83), then x is equal to

If 4^("log"_(9)3) + 9^("log"_(2)4) = 10^("log"_(x)83), "then" x =

log_(x)(log_(9)(3^(x)-9))<1

Solve 4^(log_(9)x)-6x^(log_(9)2)+2^(log_(3)27)=0 .

Recommended Questions

" 63.If "2^(log(3)9)+25^(log(9)3)=8^(log(x)9)," then "x=
Text Solution
|
log(3)(log(9)x+(1)/(2)+9^(x))=2x
Text Solution
|
log(3)(log(9)x+(1)/(2)+9^(x))=2x
Text Solution
|
if log9 x+log4 y=7/2 and log9 x -log8y =-3/2 then x+y is
Text Solution
|
If log(9)x +log(4)y = (7)/(2) and log(9) x - log(8)y =- (3)/(2), then ...
Text Solution
|
Solve log(6) 9-log(9) 27 + log(8)x = log(64) x - log(6) 4..
Text Solution
|
Solve(log(3)x)(log(5)9)- logx 25 + log(3) 2 = log(3) 54.
Text Solution
|
if 2^(log(3)9) + 25 log(9)3 = 8 log(x)9then x=
Text Solution
|
log(3) (log(9)x + 1/2 + 9^(x)) = 2x
Text Solution
|