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Pretty good at math (thelemmy.club)
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[-] RiceMunk@sopuli.xyz 22 points 2 months ago

I refuse to help with a problem as trivial as that. They should be perfectly capable of finding on their own any one of the 4 a:s in the picture they posted.

[-] Jake_Farm@sopuli.xyz 20 points 2 months ago

The second guy fucked up on the second step.

[-] IndolentRoshi@lemmy.world 3 points 2 months ago
[-] ignotum@lemmy.world 9 points 2 months ago* (last edited 2 months ago)

They did, in a sense, they skip a few steps and just jumps to the answer

[-] a_non_monotonic_function@lemmy.world 8 points 2 months ago* (last edited 2 months ago)

One of my most important lessons to my students is that they are idiots. I am an idiot. Everyone else is an idiot.

Idiots make mistakes.

When we skip steps we make mistakes.

[-] PhobosAnomaly@feddit.uk 17 points 2 months ago* (last edited 2 months ago)

Alright, education time needed!

I'm a fair few years out from my entry level uni maths module, so:

In between the second and third step of the solution, why is 1a / 2√a = 6

not evaluating as

a/√a = 12 ?

[-] sacredfire@programming.dev 50 points 2 months ago

It does, he just didn’t show that a/√a simplifies to √a. There are a couple ways to think about it, but the simplest is if you just wanna get rid of the square root in the denominator, you can multiply the entire left side by (√a/√a) which gives you a√a / √a√a. This then turns into a√a/a. From there you get to just √a

[-] PhobosAnomaly@feddit.uk 25 points 2 months ago

Fucking hell, thank you. I thought I was going quite mad - I'd just taken a detour in solving it instead.

Cheers friend!

[-] eta@feddit.org 15 points 2 months ago

a = (√a)^2 = √a √a

Then you have (√a √a) /(2 √a) = 6 and can cross out one √a and multiply by 2 to get √a = 12

[-] rImITywR@lemmy.world 3 points 2 months ago

Multiply the left side by 1=√a/√a

[-] SnokenKeekaGuard@lemmy.dbzer0.com 11 points 2 months ago
[-] 30p87@feddit.org 7 points 2 months ago* (last edited 2 months ago)

3a / 6a√a = Ia / 2a√a

Fucking Ia?

[-] for_some_delta@beehaw.org 4 points 2 months ago

I have learned from StackOverflow that we should always ask if this is homework. Otherwise, the solution appears fine.

[-] Avicenna@programming.dev 4 points 2 months ago
[-] Furbag@lemmy.world 4 points 2 months ago

I'm literally too stupid to understand math memes.

[-] melsaskca@lemmy.ca -3 points 2 months ago

This is absurd. It says find "a" but which "a"? There are more than one. In American "math" there can only be one "a". In British "maths" it looks like there can be more than one "a", so it depends on where you are from.

[-] LePoisson@lemmy.world 15 points 2 months ago

What? "a" should all be the same value idk what teachers you had but math doesn't change based on your location.

[-] melsaskca@lemmy.ca 4 points 2 months ago

I was being an idiot and didn't put a "/s" behind. A bad joke about calling it "math" in North America and "maths" in the UK.

[-] LePoisson@lemmy.world 4 points 2 months ago
[-] melsaskca@lemmy.ca 2 points 2 months ago

That's my constant state! All the best.

[-] Rhaedas@fedia.io 2 points 2 months ago

I was going to ask if anyone knew why each version developed preference in the area it's used, but figured I'd just search myself. I swear, no link I found tells why, even the ones that claim they'll tell why. It's just something that occurred over time. There has to be a better reason.

[-] driving_crooner@lemmy.eco.br 1 points 2 months ago

French natural numbers starting with 0 be like.

[-] Sidhean@piefed.social 12 points 2 months ago

This makes American math much more difficult, as the first mathematicians used up all 26 letters in 1970, shortly after the invention of math.

[-] RiceMunk@sopuli.xyz 8 points 2 months ago

Little known math fact: Greek letters are in fact not real letters. They're just random squiggles mathematicians come up with as notation because some asshole has already used up the other squiggles.

this post was submitted on 12 Dec 2025
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