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Author Topic: Counting to 1,000,000  (Read 2582760 times)

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Offline Michen_S

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Re: Counting to 1,000,000
« Reply #157230 on: November 11, 2017, 02:34:01 PM »
!emordnilaP > 157|751 < Palindrome!

No, you just plain can't multiply by roots period, because there's quite some difference if you try to calculate √(9+16) that way. One solution gives 12, the correct one should of course be 5.

Offline Brisky

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Re: Counting to 1,000,000
« Reply #157231 on: November 11, 2017, 02:38:04 PM »
157752

No, I didn't mean multiply, but just that √(9 + 16) should become = √9 + √16. But that's not the case. I believe it was only the case with unknown factors.

Like 3(X + 4) would become 3X + 12.

Offline Michen_S

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Re: Counting to 1,000,000
« Reply #157232 on: November 11, 2017, 02:52:27 PM »
-1 + 5 - (7 / 7) ^ 5 = 3

That works, but only if the mathmatical operation is * (multiply). If there's no operation present (like in your example), * (multiply) is used by default. Like, you also can't change 15/(3+2) to become 15/3 + 15/2. However, if you have 15*(3+2) you can use 15*3 + 15*2 to get the answer.

Offline Brisky

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Re: Counting to 1,000,000
« Reply #157233 on: November 11, 2017, 03:00:01 PM »
157753

I can't quite say that I understand...

But, at least I can say that I see why  2(2+4) = 2x2 + 2x4 = 4 + 8 ~ 12 results to the same answer as 2(2+4) = 2x6 ~ 12

Offline Michen_S

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Re: Counting to 1,000,000
« Reply #157234 on: November 11, 2017, 03:40:40 PM »
√(-1 + 5) + 7! / (7 * 5!) = 4

Let me explain it simply... 2(2+4) = 2*(2 + 4). Easy! But you can't use √(-1+5) to √*(-1+5). Easy way to check if it seems to fit: you can turn multiply operations around and get the same answer. And you the first one who wants to try to solve (-1+5)*√. Or in your case, the first person who tries to explode Google's calculator.

Offline Brisky

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Re: Counting to 1,000,000
« Reply #157235 on: November 11, 2017, 03:56:06 PM »
157756

Aight, makes sense...

Wonders about that stuff involvinf minecraft, and wether people were still interested in it...

Offline Michen_S

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Re: Counting to 1,000,000
« Reply #157236 on: November 11, 2017, 04:27:01 PM »
1 * 5 + √(7 * 7) - 5 = 7

I'm still down for that!
But not today.

Offline Brisky

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Re: Counting to 1,000,000
« Reply #157237 on: November 11, 2017, 04:44:38 PM »
157757

Is Cheza still down for it, too?

Makes cyoot woofie calls...

I wonder if anyone else is down for it aswell!

Offline tnoi

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Re: Counting to 1,000,000
« Reply #157238 on: November 11, 2017, 05:04:15 PM »
157757


what is it
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Offline Brisky

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Re: Counting to 1,000,000
« Reply #157239 on: November 11, 2017, 06:23:51 PM »
57760

Ehp...

We're looking for Cheza to ask her if she wants to play minecraft with us, but she's not exactly specifically here... >_>

Hey, you! Do you want to play minecraft with us!? :P

Offline Cheza

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Re: Counting to 1,000,000
« Reply #157240 on: November 11, 2017, 06:25:52 PM »
157761


Yes, and yes. :D


Currently not here as I'm elsewhere!
Wouldn't mind playing MC tho.




Offline Brisky

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Re: Counting to 1,000,000
« Reply #157241 on: November 11, 2017, 06:28:48 PM »
157762

Superb!

Well, the good news is that I've found a working server. But the bad news is that it has no TP's so, I will have to embark on a very timeconsuming journy to tunnel to the uninhabited world...

So, I'll be getting to work on that, maybe later tonight!

Offline anoni

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Re: Counting to 1,000,000
« Reply #157242 on: November 11, 2017, 11:33:34 PM »
157763

So just so people are aware, we have posted 157,763 posts in 2,848 days at approximately 55 posts per day. At this rate we will get to a million by Monday, 30th of June, 2059.

1 * (-5) + 7 + 7 - 6 = 3
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(int(e-x^2, x = -infinity..infinity))2 = Pi


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Offline George

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Re: Counting to 1,000,000
« Reply #157243 on: November 12, 2017, 01:06:59 AM »
157764
My justification to live that long

Offline Brisky

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Re: Counting to 1,000,000
« Reply #157244 on: November 12, 2017, 09:09:56 AM »
157765

Hahaha, immortality trough "counting to X" threads!

XP

 

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