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Author Topic: Counting to 1,000,000  (Read 3140643 times)

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Offline Timmy Fox

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Re: Counting to 1,000,000
« Reply #24165 on: January 08, 2014, 09:43:29 PM »
24 646

Mathing time~
log2(4) + 6 - √4 = 6
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Offline Nicklaus Morgan

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Re: Counting to 1,000,000
« Reply #24166 on: January 08, 2014, 09:44:07 PM »
24 647
Oh God .. The war begins :P
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Offline Timmy Fox

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Re: Counting to 1,000,000
« Reply #24167 on: January 08, 2014, 09:45:33 PM »
24 648

Simple modification~

log2(4) * 6 - 4 = 8
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Offline Snow Kittie

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Re: Counting to 1,000,000
« Reply #24168 on: January 08, 2014, 09:47:37 PM »
24 649


Darn... I haven't learned that yet... what is log?
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Offline Nicklaus Morgan

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Re: Counting to 1,000,000
« Reply #24169 on: January 08, 2014, 09:48:51 PM »
24 650
I remember my proffesor talking about that ... I have no idea :D
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Offline Timmy Fox

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Re: Counting to 1,000,000
« Reply #24170 on: January 08, 2014, 09:50:04 PM »
24 651

The exact opposite of exponentials

2(4-6) + 5 = 1
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Offline Snow Kittie

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Re: Counting to 1,000,000
« Reply #24171 on: January 08, 2014, 09:52:18 PM »
24652


I'm in algebra 2 right now. I know things from Algebra & Geometry.


8 - 12 + 5
-4 +5
1 = 1




True?
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Offline Nicklaus Morgan

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Re: Counting to 1,000,000
« Reply #24172 on: January 08, 2014, 09:53:37 PM »
24653
Oh god ... This is too much for me ^_^
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Offline Timmy Fox

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Re: Counting to 1,000,000
« Reply #24173 on: January 08, 2014, 09:57:13 PM »
24654
That'd be correct yeah.

You know how 23 = 8? Log basically reverses that!
log2(8) = 3

It tells you what n is in xn= y
the way you write it is logx(y) = n

Also if anyone is interested - I know how to divide by 0!
Proof: 1/0! = 1
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Offline Nicklaus Morgan

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Re: Counting to 1,000,000
« Reply #24174 on: January 08, 2014, 09:58:48 PM »
24655
[/size]I'm gonna leave this topic for now :P
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Offline Snow Kittie

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Re: Counting to 1,000,000
« Reply #24175 on: January 08, 2014, 10:02:23 PM »
24656

And why is 1/0 = 1?
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Offline Nicklaus Morgan

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Re: Counting to 1,000,000
« Reply #24176 on: January 08, 2014, 10:03:41 PM »
24657
It is 1/0!=[/size][size=78%]1[/size]
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Offline Timmy Fox

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Re: Counting to 1,000,000
« Reply #24177 on: January 08, 2014, 10:05:19 PM »
24 658

Quote from: Kona Akiura on January 08, 2014, 10:02:23 PM
And why is 1/0 = 1?
It's not.

I said I can divide by 0! not zero.
0! or zero factorial = 1
http://www.wolframalpha.com/input/?i=1%2F0!

Also 00 = 1
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Offline Trixsie Vixen

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Re: Counting to 1,000,000
« Reply #24178 on: January 08, 2014, 11:02:23 PM »
24659


Aaaahh!  I fell for your trick Timmy!
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Offline Grey

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Re: Counting to 1,000,000
« Reply #24179 on: January 08, 2014, 11:08:31 PM »
24, 660 My brain, it hurts.  @.@ XD
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