Ask a New Question
Search
Solve for x:
log base5 (4x) + log base5 (x) = log base5 (64)
1 answer
all logs base 5
64 is 4^3
log (4 x^2) = log 64 = log (4^3)
so
4 x^2 = 4^3
x = 4
Similar Questions
I got this question, and found what I believe to be the solution, but want it confirmed.
I started with: log[base5](2x+1) +
3 answers
Hi, same ques. again
1/3log(base5) 3x + log(base5) 4=3 If the starting is this: log(base5)3x^1/3+log(base5)4=3 What would be the
2 answers
Find A so that
5log(base5)16807 − 3log(base5)7 = log (base5)A I don't even know how to start this one...should I remove the 5
3 answers
Need help with these:
Write the expression as a logarithm of a single quality. a) 3log[base5](a) + 4log[base5](b) -
2 answers
more similar questions