log102=?

log

10
2
=
?

1 answer

To find \( \log_{10} 2 \), you can use the change of base formula:

\[ \log_{10} 2 = \frac{\log_e 2}{\log_e 10} \]

Where \( \log_e \) is the natural logarithm (often denoted as \( \ln \)). Alternatively, you can approximate it using a calculator or logarithm tables.

The approximate value is:

\[ \log_{10} 2 \approx 0.3010 \]

So,

\[ \log_{10} 2 \approx 0.3010 \]

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