sec(x) - tan(x) = 1 / (sec(x) + tan(x)) = 1/t
What I think might be fun is a new logic/story math problem about WDW on a regular basis.
Thatâs not an obvious step. Either youâre a genius, or youâve seen that step before.
I donât think this means what you think it does ![]()

Itâs really not, to be honest ![]()
Too late. You opened Pandoraâs box.
NOW WHO IS REFERENCING BOXES MATT?
ALSO: OH, ITâS CLEAR FORUM BOT, IT IS CLEAR.

My kind of maths.



Iâm not sure how to read this. I meanâŚIâd be willing to bet all that math you know and teach is something youâve seen before as well!
Just to be clear: You donât want maths but youâre fine with chocolate candies pleasuring each other. You know, sexually.
Wow you have a dirty mind. The yellow guy is tying the red guyâs shoelace!
Actually, no. There are problems that Iâve never seen before which require a technique Iâve never seen before that I have to figure out. The step Iâm discussing with @Tall_Paul1 is one such example. I approached it in a different way, but got the same result.
Maths is not just parroting things youâve seen before.
Actually, thatâs EXACTLY what it is. Even when you apply those things youâve seen before in a new way youâve not. ![]()
How are you so wrong about everything? Itâs quite a skill.
Your ludicrous claim suggests that there is no creativity in mathematics.
No. It assumes I understand how math works.
EVERY SINGLE âdevelopmentâ in math requires detailing what prior math theorem, corollary, axiom, what have you. I can then make short cuts because I know it is all based on math that have previously been proven true.
When we have to a âproofâ in math, every step must be based on prior knowledge.
Ah. Fine.
You donât.
Tell me how, exactly, I am wrong? If it so obvious.
