SOLUTION: If log x:3=log y:4=log z:5 then zx=
Algebra.Com
Question 780848: If log x:3=log y:4=log z:5 then zx=
Answer by tommyt3rd(5050) (Show Source): You can put this solution on YOUR website!
Please repost with a clear and complete question :)
RELATED QUESTIONS
Log x:3=log y:4=log z:5. then zx=?
This is complete question as it is please... (answered by Alan3354)
``Log x:3=log y:4=log z:5. then zx=?
This is complete question as it is please help''.... (answered by solver91311)
Hi,
If x= log of 2 to the base 15; y= log of 3 to the base 10 and z=log of 5 to the... (answered by lwsshak3)
If (log x)/2=(log y)/3=(log z)/5. then yz in term of x... (answered by fcabanski)
x= 1+log[base a]bc , y= 1+log[base b]ca , z= 1+log[base c]ab. Then PROVE THAT :... (answered by anand429)
If x = 1+ log a bc, y=1+log b ca and z=1+log c ab, prove that xyz =... (answered by tanimachatterjee)
express as a single logarithm 5 log x - 3 log y + 4 log... (answered by josmiceli)
please help me solve this equation
1/4 log x-3 log y-log... (answered by MathLover1)
Given Log(x)=3, Log(y)=4 and Log(z)=10, Find... (answered by stanbon)