Find a calculator approximation to four decimal places for each circular function value. See Example 3.
cot 6.0301

Verified step by step guidance

1. Understand that \( \cot \theta = \frac{1}{\tan \theta} \). Therefore, to find \( \cot 6.0301 \), you need to first find \( \tan 6.0301 \).
2. Use a calculator to find \( \tan 6.0301 \). Make sure your calculator is set to the correct mode (radians or degrees) based on the context of the problem.
3. Once you have \( \tan 6.0301 \), calculate \( \cot 6.0301 \) by taking the reciprocal: \( \cot 6.0301 = \frac{1}{\tan 6.0301} \).
4. Use the calculator to compute the reciprocal value to get \( \cot 6.0301 \).
5. Round the result to four decimal places as required.