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submitted 1 month ago* (last edited 1 month ago) by Rainb0wSkeppy@lemmy.world to c/mathmemes@lemmy.blahaj.zone
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[-] Darkassassin07@lemmy.ca 13 points 1 month ago* (last edited 1 month ago)

Taking a triangle and making it into a tri-force = 5 times as many triangles, not 3.

Then taking that and making it into further ti-forces is x3+2

You've failed your math assignment.

[-] Kecessa@sh.itjust.works 13 points 1 month ago

OP only counts the white triangles, not the empty space

[-] Darkassassin07@lemmy.ca 0 points 1 month ago

Even then, the overall shape forms a new triangle. x3+1

[-] Kecessa@sh.itjust.works 7 points 1 month ago

Again, that's only if you consider that the black parts aren't "a void"

[-] SendMePhotos@lemmy.world 5 points 1 month ago

OP only counts the ones that total to the designated number.

[-] Darkassassin07@lemmy.ca 0 points 1 month ago

Lmao, well played.

[-] SchmidtGenetics@lemmy.world 4 points 1 month ago* (last edited 1 month ago)

It would be 3x +2 not 5x

3 is 11

11 is 35

[-] Darkassassin07@lemmy.ca -5 points 1 month ago* (last edited 1 month ago)

Re-read my comment and try again.

Hint: OP has never posted 3 triangles.

[-] SchmidtGenetics@lemmy.world 3 points 1 month ago* (last edited 1 month ago)

The rule is 3x +2

The first isn’t 5x, it still follows the same rule.

I never said they did, I was explaining how the rule would apply to anything, the first iteration is never 5x…

What a fucked up way to explain a simple thing, while making yourself wrong at the same time… while attempting to call someone else out… yikes…

[-] Darkassassin07@lemmy.ca -3 points 1 month ago

Here, maybe some pictures will get it through your thick skull.

One triangle:

Five triangles:

A triangle made into a tri-force equals five times as many triangles.

From there, it becomes x3+2 (Ie: what my original comment, which you failed to read, said.)

1 -> 5 -> 17

[-] SchmidtGenetics@lemmy.world 4 points 1 month ago* (last edited 1 month ago)

Huh, the second still follows the rule of 3x +2…

Why are you incorrectly saying it’s 5x?

If you want to be pedantic and call someone out, atleast make sure you’re correct… there’s one rule, not two, the first isn’t 5x while the others are 3x +2.

This isn’t a hard concept to understand, but it is incredibly ironic you called someone else out first and are still making this same folly….

Or let me explain it this way, you said they failed their math assignment, do you know of any assignment that would be marked correct by using two different rules to explain a singular ruled equation…..?

[-] Darkassassin07@lemmy.ca -3 points 1 month ago* (last edited 1 month ago)

Taking a triangle and making it into a tri-force = 5 times as many triangles, not 3.

Then taking that and making it into further ti-forces is x3+2

Which part of this statement is incorrect?

At no point have I said further equations are also x5, only the original; 1*5=5.

AGAIN try actually reading the comments you reply to.

[-] candybrie@lemmy.world 3 points 1 month ago

1×3+2 = 5

Sure you could claim it's 5x, but why do that when the other rule you have already works?

[-] Darkassassin07@lemmy.ca -2 points 1 month ago

Because that was a simpler equation to read and equate to x3.

1x3+2 = 5 = 1*5. They are equivalent.

[-] SchmidtGenetics@lemmy.world 3 points 1 month ago* (last edited 1 month ago)

Equivalent doesn’t mean correct.

It has one equation, and substituting another, one that’s only “correct” for a single very specific case for that matter…. Will always be marked wrong/incorrect.

You’ve failed your math assignment.

[-] Darkassassin07@lemmy.ca -2 points 1 month ago

You’ve failed your math assignment.

TF are you talking about?

OP had an assignment: post 3x as many triangles.

I never had any assignment, I simply posted a couple equations illustrating how that has not happened.

Stating what singular equation covers every case is entirely your prerogative.

[-] SchmidtGenetics@lemmy.world 2 points 1 month ago* (last edited 1 month ago)

You claim they are off by a factor of 2x (5x instead of 3x) while they are only off by a paltry 2 units.

I’m calling out your calling out, and it’s hilarious that you still can’t comprehend this.

If you want to correct someone, do it right lmfao.

[-] Darkassassin07@lemmy.ca -1 points 1 month ago

You claim they are off by a factor of 2x (5x instead of 3x) while they are only off by a paltry 2 units.

I claimed the original x3 multiplication is actually x5, then stated further multiplications were off by 2.

Again 100% true. Nothing I've said in this thread is untrue. Instead you've applied my comments to a question that was not asked; "what singular equation describes this behaviour?" then tried to shit on me for 'incorrectly' answering this question I had nothing to do with.

The original 1 -> 5 is indeed x5. No matter what pedantic bullshit you pull out of your ass, 1 x 5 still equals 5. Regardless of which equations you decide to use to arrive at that answer; 5 is still 5 times greater than 1. That's all I had stated, yet you claim this is wrong, because it doesn't conform to your own personal reality.

The original math was also off by two, as 1x5 = 1x3+2 but that doesn't invalidate the fact that it's x5 instead of just x3. Two things can be true at the same time. Wild.

Just because I didn't use a singular equation doesn't make that math wrong.

It's been entirely your prerogative to change the topic and limit this to a singular equation like this is an exam in some high school math class. Nobody asked what the equation that describes this behavior is; that was all you, relentlessly pushing your own desires upon others.

All I did/am here for was to show that this image is not x3 the previous; nor was the original set of posts. Use whatever equations you like, this image is still not 3x as many triangles as previous.

[-] SchmidtGenetics@lemmy.world 2 points 1 month ago* (last edited 1 month ago)

You’ve failed your math assignment.

The first part, there’s not two rules, the first isn’t 5x… that would be marked incorrect on an assignment….

How is this so hard for you to understand? You seem to have wanted to call out OP for being off by 2, while you’re just using the wrong equation to begin with.

You’ve failed your math assignment, there isn’t two rules, do I need to repeat this 5x before you comprehend or something…?

[-] Darkassassin07@lemmy.ca -1 points 1 month ago* (last edited 1 month ago)

I said ONE triangle turned into a triforce is 5 times as many triangles as you started with.

Regardless of which equation you use, that is true. Your really that pissed off I showed the simpler equation for a single instance??

I explicitly stated the rule for following equations; to show, regardless, that it's incorrect.

Nothing I have said is untrue. You're just being a pedantic asshole.

[-] SchmidtGenetics@lemmy.world 2 points 1 month ago* (last edited 1 month ago)

Nothing I have said is untrue. You're just being a pedantic asshole.

Like you in your first comment…? Lmfao. You aren’t the quickest one are you?

You explicitly stated two equations, not “the rule” thats the issue dude… come on haha how can you say it’s “the rule” and provide two different ones…? That would be wrong on any test/assignment.

You are being pedantic, and I saw that you made a folly that would be marked wrong on any assignment, so I was playfully calling you out.

And then you went and made an idiot out of yourself :)

[-] Darkassassin07@lemmy.ca -1 points 1 month ago* (last edited 1 month ago)

Taking a triangle and making it into a tri-force = 5 times as many triangles, not 3.

Correct. 1 * 5 = 5. Which is also equivalent to 1*3+2, though simpler.

Then taking that and making it into further ti-forces is x3+2

Correct.

You've failed your math assignment.

Correct. The above image is not 3x as many triangles as the previous post.

So once again, which part of this is wrong?

What a fucked up way to explain a simple thing, while making yourself wrong at the same time…

Just because I typed it differently than you would have doesn't make the math suddenly wrong. I never said I was defining rules. Nor trying to narrow them down to a single rule. That was entirely your initiative.

I was simply showing how far away from "x3" it was; which in the first instance "x5" illustrates that point better.

[-] SchmidtGenetics@lemmy.world 1 points 1 month ago* (last edited 1 month ago)

Saying they are off by a factor of 2x is way to make something seem worse than it actually is, it’s off by 2 units… not 2 factors…

I’m sorry you can’t explain things properly, and make them more complicated than they have to be, while making yourself wrong at the same time…

[-] candybrie@lemmy.world 2 points 1 month ago

If the first is only 1 triangle, I can't see how the second would be anything but 3 triangles.

[-] davidagain@lemmy.world 2 points 1 month ago

Three small white triangles, one black triangle and one large multicoloured triangle, I think.

[-] Quill7513@slrpnk.net 1 points 1 month ago

The second triangle is 5 on account of the black triangle on the inside and the compound triangle made up of all three smaller triangles and the fourth negative space triangle. I believe the formula for how many triangles is linear because each iteration of the fractal can be represented as scooping more negative space triangles from the existing set of triangles. Each iteration you scoop out the same number of black triangles as you had white triangles the previous iteration, creating two more white triangles for every white triangle you had before, and adding one more compound triangle.

The numbers we see though from each early iteration are as follows:

1 -> 5 -> 17 -> 53 -> 161

Which happens to conform with 3(n-1)+2

[-] candybrie@lemmy.world 2 points 1 month ago

If you're counting black triangles, the first is 3.

[-] CodexArcanum@lemmy.world 3 points 1 month ago

But what about the unlined, non-equilateral triangles that I can draw between any 3 arbitrary points in the given plane? Did you count those triangles!?!

[-] Brickhead92@lemmy.world 3 points 1 month ago

Everyone knows non-equilateral triangles aren't real triangles.

this post was submitted on 17 Sep 2024
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