SOLUTION: Given that log_8(t) = 2.68, log_8(r) = -0.22, and log_8(z) = -0.45, find the following: log_8((root(9)(r^11))/(t^10z^4))

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: Given that log_8(t) = 2.68, log_8(r) = -0.22, and log_8(z) = -0.45, find the following: log_8((root(9)(r^11))/(t^10z^4))      Log On


   

Question 738910: Given that log_8(t) = 2.68, log_8(r) = -0.22, and log_8(z) = -0.45, find the following:
log_8((root(9)(r^11))/(t^10z^4))
Answer by lwsshak3(11628) About Me  (Show Source):
You can put this solution on YOUR website!
Given that log_8(t) = 2.68, log_8(r) = -0.22, and log_8(z) = -0.45, find the following:
log_8((root(9)(r^11))/(t^10z^4))
**

=0.53-2.42-26.8+1.80
=-26.89