Question
Solve: log2x+log3 -log30
Answers
GPT 3.5
To solve this expression, we first need to simplify the logarithmic terms using the properties of logarithms:
1. log2x + log3 - log30
2. log(2x) + log3 - log30
3. log(2x*3) - log30
4. log(6x) - log30
5. log(6x/30)
6. log(6x/30) = log(6/30x)
7. log(1/5x)
Therefore, log2x + log3 - log30 simplifies to log(1/5x).
1. log2x + log3 - log30
2. log(2x) + log3 - log30
3. log(2x*3) - log30
4. log(6x) - log30
5. log(6x/30)
6. log(6x/30) = log(6/30x)
7. log(1/5x)
Therefore, log2x + log3 - log30 simplifies to log(1/5x).