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05/03/2023 · Elementary School
(3) When you calculate \( \ln (10) \), you would be finding the value of which of the fc \( \log _{10}(e) \) \( 10 \cdot \ln (e) \) \( \log (10) \) \( \log _{e}(10) \)
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Step-by-step Solution
To calculate \( \ln(10) \), you are finding the natural logarithm of 10, which is the logarithm to the base \( e \).
Among the options provided, the correct interpretation of \( \ln(10) \) is:
- \( \log_e(10) \)
This is because \( \ln(x) \) is defined as \( \log_e(x) \), where \( e \) is the base of the natural logarithm.
So, the answer is:
\( \log_e(10) \)
Quick Answer
\( \log_e(10) \)
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