Question

Solve: log (2x + 1) - log x = log 4

Answer 1

\[\ \log (2x + 1) - \log x = \log 4\]
We know that
\[\log a-\log b=\log \frac ab\]
Applying this here, we get
\[\log \frac{2x+1} {x}=\log 4\]
Now we take anti log both sides
\[\frac{2x+1} {x}= 4\]
Can you solve for x now?

Answer 2

Can you keep going just in case. o; I'm super paranoid. Lool.

Answer 3

Give it a try, if you get stuck I'll help you

Answer 4

I got 1/2

Answer 5

Good, that's right:D

Answer 6

Tysm C: