The discussion revolves around solving the equation 7^log(base: 7) 3 = x, focusing on the properties of logarithms and exponents. Participants are exploring the relationship between powers and logarithmic functions.
The discussion is ongoing, with participants sharing their thoughts on the properties of logarithms and exponents. There is a mix of attempts to clarify concepts and questions about the inverse relationships between functions.
Participants are engaging with the problem without providing a definitive solution, and there are indications of varying levels of understanding among them.
7x is a function: for every real number x, 7x has a single, well-defined value. Denote this function as f(x): f(x)=7x. Rhetorical question: What's the inverse of this function? The answer is log base 7. Denote this as f-1(x)=log7x.Coco12 said:Can someone explain to me how to solve for powers raised to a log like this one?