Questions: Use a calculator to find the common logarithm. log 22 The answer is □ (Round to four decimal places.)

Use a calculator to find the common logarithm. log 22 The answer is □ (Round to four decimal places.)
Transcript text: Use a calculator to find the common logarithm. \[ \log 22 \] The answer is $\square$ (Round to four decimal places.)
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Solution

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Solution Steps

Step 1: Calculate the Common Logarithm

To find the common logarithm of \( 22 \), we compute \( \log_{10}(22) \). The result is approximately:

\[ \log_{10}(22) \approx 1.3424226808222062 \]

Step 2: Round the Result

Next, we round the result to four decimal places:

\[ \log_{10}(22) \approx 1.3424 \]

Final Answer

The common logarithm of \( 22 \) rounded to four decimal places is

\[ \boxed{1.3424} \]

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