SOLUTION: (log x)^3=log x^3 Please help I am not coming up with the right answer!
Algebra.Com
Question 468334: (log x)^3=log x^3 Please help I am not coming up with the right answer!
Answer by ccs2011(207) (Show Source): You can put this solution on YOUR website!
Use log property
Divide by (log x) on both sides
Take square root of both sides
**Assuming this is log base 10**
Rewrite in exponential form
This yields 2 solutions (there should be plus-minus in front of radical):
x = 53.957 and x = 0.0185
RELATED QUESTIONS
3+ Log(2x+5)= 2
I have tried this problem and I am not coming up with the correct... (answered by nerdybill,vleith)
5x-3/6 - x+3/6
I am coming up with the answer 2x/3 - am I doing this... (answered by checkley71)
Help on this one....what am I to solve to get the answer?
Solve the equation(not in... (answered by bucky)
express {{{2 log ( x ) + 3 log ( y ) - log ( 7 )}}} as a single logarithm.
I looked in (answered by stanbon,jsmallt9)
I tried this problem, but the answer that I got doesn't seem right to me. Any help would... (answered by Earlsdon)
I have apparently become to reliant on my calculator. I am not sure how to show the work... (answered by ankor@dixie-net.com)
I need help with solving x in this problem: {{{log base 5(log base 3 x)=0}}}.
I have... (answered by stanbon)
find the values of the following without using calculators.
(a)log x^3 / log cube root (answered by ikleyn)
log(7)x=5 the answer I got is x=16,954 and also log x =1 the answer I got is x=10 (answered by Theo)