Evaluate \( \log _{3} 3 \) \( \log _{3} 3=\square \)

To evaluate \( \log _{3} 3 \), we can use the fundamental property of logarithms: \( \log_{b} b = 1 \) for any base \( b \). Since 3 is the base of the logarithm and we want to find the logarithm of 3 itself, we can confidently say: \[ \log_{3} 3 = 1 \] So, \( \log_{3} 3 = \square \) and the answer is 1.