Recent content by M4th

Of course, now it's all starting to come together. Thanks again for your help.

explain how you can transform logb^mc^na = 1/logabmcn into the statement below

Yes my point exactly. My goal is to be able to arrive at, and transform equations with ease into more workable ones as you have above and really have a good grasp at how to do so with any other similar problems. Now one problem in my understanding is I grasp how logba=logaa/logab and thus I see...

This is a great forum, I already have learned a bit more about logarithms just watching how you've broken this problem up into its subsequent pieces. I thank you for such rapid responses and hospitality. I am looking forward to learning more about mathematics from you all and would greatly...

I am in a pre-calculus course but my teacher chose me to be part of a separate "group" of students who solves problems outside of the classroom. I would just like to be able to simply understand what is going on in some of these problems.

Well, that certainly clears a lot up for me, but I would very much appreciate some examples of where to go from there. (As you can tell, I'm clearly not versed well enough in mathematics to attempt such a problem). Thank you for any more input and helping me get a better grasp on mathematics.

To your first post yes and thank you. Also, Let a; b; c \in (1,∞) and m; n \in (0,∞).

Homework Statement Let a; b; c \in (1,∞) and m; n \in (0,∞). Prove that \log_{b^mc^n} a + \log_{c^ma^n} b +\log_{a^mb^n} c \ge \frac 3 {m + n} Homework Equations The Attempt at a Solution I do not even know where to start. A coherent explanation and possible solutions would...