SOLUTION: logbase3 (x+2) = logbase4 (x)
Please help me to answer this question in preparation for my test.
Algebra.Com
Question 516954: logbase3 (x+2) = logbase4 (x)
Please help me to answer this question in preparation for my test.
Answer by Edwin McCravy(20060) (Show Source): You can put this solution on YOUR website!
There is no solution, for the left side will always be greater than
the right side. That's because a logarithm is the exponent to which
the base must be raised to give the number which the logarithm is
taken of. It will always take a larger exponent of a smaller base 3
to get a larger number x+2, than it will take of a larger base 4 to
get a smaller number x.
Edwin
RELATED QUESTIONS
Solve for x: logbase2(logbase3(logbase4... (answered by stanbon,josmiceli)
Solve for x:
2logbase4(2x)-logbase4(3x-5)=logbase3... (answered by mathispowerful)
SOLVE for x:
a) logbase3 x + logbase3 (x-8)=2
b) logbase4 (x+2)+logbase4(x-4)=2
c)... (answered by edjones)
I am in desperate need of help with a logarithm problem. It is as follows:... (answered by lwsshak3)
logbase3(logbaseX(logbase416))=-1
I thought perhaps I must simply just add (which... (answered by stanbon)
LogBase4(x-2)+LogBase4(x+10)=3 (answered by fcabanski)
Please help me solve for x:
a) logbase12(x^2-x)=1
b) (logbase2 x)^2-6*(logbase2 x)... (answered by edjones)
solve the following equation:
logbase4(s^2-9)-logbase4(x+3)=3
logbase9 x + 3... (answered by longjonsilver)
PLEASE HELP ME SOLVE THIS PROBLEM.
Logbase3(1+x)>(1-Logbasex(1-x))Logbase3x.
Thank... (answered by kev82)