A student from Ladoke Akintola University of Technology seeks clarification on a logarithmic expression, specifically "log^18 - log^10 = 19." There is confusion regarding the notation "log^18," questioning whether it represents log(18) and whether it refers to common log (base 10) or natural log (base e). The discussion suggests that if the problem is to find base 'a' such that loga(18) - loga(10) = 19, it can be simplified to loga(9/5). Ultimately, the goal is to determine the base 'a' that satisfies the equation a^19 = 9/5.