SOLUTION: logx(1/16)=-4 the log x, the x is suppose to be under the log. here are the choices: a. 2 b. 1/4 c. 4 d. 1/2

Algebra.Com
Question 191662: logx(1/16)=-4
the log x, the x is suppose to be under the log.
here are the choices:
a. 2
b. 1/4
c. 4
d. 1/2

Answer by nerdybill(7384)   (Show Source): You can put this solution on YOUR website!
.
logx(1/16)=-4
1/16 = x^(-4)
1/16 = 1/x^4
Cross multiplying:
x^4 = 16
x = fourth root (6)
x = 2
.
Answer: a

RELATED QUESTIONS

Solve log4(8) the 4 is under log like log to the x.. the choices are.. a. 2 b.-2... (answered by Mathtut,jim_thompson5910)
HELP =) ! resolving the Question 2570 (p200 - 250) : log of 9 to the base square root... (answered by rapaljer,venugopalramana)
Please solve these . *WHEN I PUT LOG(3) THAT IS A SUBSCRIPT *... (answered by Alan3354)
Solve and check a)2logm + 3logm = 10 b)log(base 3)x^2 - log(base 3)2x = 2 c)log(base... (answered by solver91311)
my earlier submission looks to be jumbled. I have tried to put the same questions in a... (answered by CharlesG2)
Express the following in index form Logx + logy =1 Logx =6 Log (x+4) = log64 Log... (answered by stanbon)
Which expressions are equivalent to the one below? CHECK ALL THAT APPLY log 2-log 8... (answered by stanbon)
I have one last question on my homework and I can’t seem to figure it out. I’ll send the (answered by greenestamps,Theo,apshu)
PLEASE solve these problems PLEASE !! log(3)5+log(3)x=log(3)10 log(1/7)x=-1... (answered by Alan3354)