Memes and Jokes (Part 2)

sec(x) - tan(x) = 1 / (sec(x) + tan(x)) = 1/t

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What I think might be fun is a new logic/story math problem about WDW on a regular basis.

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That’s not an obvious step. Either you’re a genius, or you’ve seen that step before.

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I don’t think this means what you think it does :rofl:

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20220425_091213

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It’s really not, to be honest :woman_shrugging:

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Too late. You opened Pandora’s box.

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NOW WHO IS REFERENCING BOXES MATT?

ALSO: OH, IT’S CLEAR FORUM BOT, IT IS CLEAR.
image

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My kind of maths.

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Desperate attempt to distract from the maths.

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:rofl::rofl::rofl:

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I’m not sure how to read this. I mean…I’d be willing to bet all that math you know and teach is something you’ve seen before as well!

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Just to be clear: You don’t want maths but you’re fine with chocolate candies pleasuring each other. You know, sexually.

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Wow you have a dirty mind. The yellow guy is tying the red guy’s shoelace!

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Actually, no. There are problems that I’ve never seen before which require a technique I’ve never seen before that I have to figure out. The step I’m 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 you’ve seen before.

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Actually, that’s EXACTLY what it is. Even when you apply those things you’ve seen before in a new way you’ve not. :slight_smile:

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How are you so wrong about everything? It’s quite a skill.

Your ludicrous claim suggests that there is no creativity in mathematics.

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No. It assumes I understand how math works.

EVERY SINGLE “development” 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 “proof” in math, every step must be based on prior knowledge.

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Ah. Fine.

You don’t.

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Tell me how, exactly, I am wrong? If it so obvious.

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