This math topic focuses on the fundamental concepts of logarithms involving fractions. It particularly emphasizes understanding the relationship between logarithmic expressions and their equivalences in power (exponential) form. The problems ask students to interpret logarithm equations, such as \(\log_{\frac{1}{6}} \frac{1}{36} = 2\), and determine which of the provided answers correctly represents the equation in exponential form. The answers consist of two options, one correct and one incorrect, where students must identify which transformation from logarithmic to exponential form is accurate. This helps solidify the comprehension of logarithms as inverse operations to exponentiation with fractional bases and results.