SOLUTION: solve for x: Log base 10(log base 2(log base4 x))= 0

Question 522987: solve for x: Log base 10(log base 2(log base4 x))= 0
Answer by lwsshak3(11628) (Show Source): You can put this solution on YOUR website!
solve for x: Log base 10(log base 2(log base4 x))= 0
**
log=log base 10
log2=log base 2
log4=log base 4
..
log[log2(log4(x))]=0
convert log4(x) to log2(x)
log[log2(x)/log2(4)]=0
convert log2 to log
(log(x)/log2)/(log(4))/log2)=0
log(x)/log(4)=0
log(x)=0
x=1
RELATED QUESTIONS
Solve for x: log base4 (x) + log base 4 (x+3) = log base4... (answered by lwsshak3)

log base4 (x^2 +7) +log base 4 8=5 (answered by Fombitz)

Solve: 2log(base4)x+log(base4)3=log(base4)x-log(base4)2 (answered by rapaljer)

Solve: 2 * log--base4 (x) + 3 * log--base8... (answered by lwsshak3)

solve for x log(base 10)X+log(base 10)(X+1) = log(base... (answered by nerdybill)

solve for x. log (base 10)(x+3)=log(base 10) (2x) + log (base 10)... (answered by lwsshak3)

Solve for x: (A.) (5/2) log(base 4)4 = log(base 4)(2x-3) (B.) Log(base 3)(x+2)-... (answered by stanbon)

how do you solve log base 4 (log base 3 (log base 2 of X)) = 0?? (answered by stanbon)

Solve for x: (A.) Log(base 5)7 + log(base 5)8 = log(base 5)(2x-4) (B.) Log(base 3)... (answered by Nate)