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log(2x + 1) = 3log2 - log4
i did
log2x + log1 = 3log2 - log4
log2x + log1 = 0.301029995
subtract log1 from both sides
log2x = 0.30102995
divide by log2
x = 1
correct?
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log(2x + 1) ≠ log 2x + log 1.
You can simplify the right hand side using the following rules of logarithms:
b log a = log a[sup]b[/sup].
log a - log b = log(a/b).
Then when you have an expression on the right hand side that is in terms of a single logarithm, you can cancel out the logarithms:
log a = log b => a = b.
So you will end up with 2x + 1 = something. I will leave it up to you to work out the details! Good luck.
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