Search found 5601 matches
- Tue Sep 08, 2015 11:18 pm
- Forum: General Philosophical Discussion
- Topic: Questions we'll never solve
- Replies: 233
- Views: 40542
Re: Questions we'll never solve
This article relates to the subject matter: http://www.philosophytalk.org/community/blog/laura-maguire/2015/04/has-science-replaced-philosophy PhilX Yes, but only in ways you are too dull to express. Of course brain hobbled, I see how well you express yourself by main religion thread (no need to ex...
- Tue Sep 08, 2015 9:09 pm
- Forum: Logic and Philosophy of Mathematics
- Topic: Proving that the difference between any two anagram numbers is always a multiple of nine
- Replies: 59
- Views: 15233
Re: Proving that the difference between any two anagram numbers is always a multiple of nine
Don't worry about the mistake. Even math greats such as Euler make mistakes. The important thing is to learn from our mistakes and we have gained some new possible knowledge (namely the difference between those terms seems to be also divisible by nine).dionisos wrote:Yes, i did a mistake on it.
PhilX
- Tue Sep 08, 2015 8:47 pm
- Forum: Logic and Philosophy of Mathematics
- Topic: Proving that the difference between any two anagram numbers is always a multiple of nine
- Replies: 59
- Views: 15233
Re: Proving that the difference between any two anagram numbers is always a multiple of nine
.................... The Completed Extended Proof (this post should be read together with the first two posts of this thread) First keep in mind that (x^p)^1/p = x, p not equal to 0. This will help you to understand what follows. The difference between the power of two anagram numbers with p = 0 is...
- Tue Sep 08, 2015 7:59 pm
- Forum: Logic and Philosophy of Mathematics
- Topic: Proving that the difference between any two anagram numbers is always a multiple of nine
- Replies: 59
- Views: 15233
Re: Proving that the difference between any two anagram numbers is always a multiple of nine
I'm still working on hammering out the complete proof.
I was looking over the binomial theorem which suggests this is always true (unproven so far).
If we have two anagram numbers, x and y, then:
y^2•x - x^2•y is always divisible by 9.
Check this out on your calculator.
PhilX
I was looking over the binomial theorem which suggests this is always true (unproven so far).
If we have two anagram numbers, x and y, then:
y^2•x - x^2•y is always divisible by 9.
Check this out on your calculator.
PhilX
- Tue Sep 08, 2015 6:07 pm
- Forum: Book Club
- Topic: Yves Simon
- Replies: 77
- Views: 20292
Re: Yves Simon
Not your sort of place as you don't know how to spell and you don't like reading classics. PhilX I will magically spell better the day you say something intelligent. Who are you to judge what is intelligent with all the crap that spewed forth from your mouth? (and your promises are "exactly&qu...
- Tue Sep 08, 2015 6:03 pm
- Forum: Logic and Philosophy of Mathematics
- Topic: Proving that the difference between any two anagram numbers is always a multiple of nine
- Replies: 59
- Views: 15233
Re: Proving that the difference between any two anagram numbers is always a multiple of nine
.................... The Completed Extended Proof (this post should be read together with the first two posts of this thread) First keep in mind that (x^p)^1/p = x, p not equal to 0. This will help you to understand what follows. The difference between the power of two anagram numbers with p = 0 is...
- Tue Sep 08, 2015 5:34 am
- Forum: Logic and Philosophy of Mathematics
- Topic: Does the center of a disk exist?
- Replies: 22
- Views: 6924
Re: Does the center of a disk exist?
Exact center (you've been eating too much ice cream).Dalek Prime wrote:If you stand at the center of a spinning disk, you will notice a 360° panoramic view. Then tell me the center is not moving.
PhilX
- Tue Sep 08, 2015 3:43 am
- Forum: General Philosophical Discussion
- Topic: Questions we'll never solve
- Replies: 233
- Views: 40542
Re: Questions we'll never solve
This article relates to the subject matter:
http://www.philosophytalk.org/community ... philosophy
PhilX
http://www.philosophytalk.org/community ... philosophy
PhilX
- Mon Sep 07, 2015 11:59 pm
- Forum: Logic and Philosophy of Mathematics
- Topic: Does the center of a disk exist?
- Replies: 22
- Views: 6924
Re: Does the center of a disk exist?
A problem is only a problem if you think it is a problem.. I have no problem with this. Perhaps you might find it interesting to investigate Coriollis 'forces', they are relevant to your scenario. I think for some people, just because the rest of the disk is moving doesn't mean that the exact cente...
- Mon Sep 07, 2015 10:16 pm
- Forum: Logic and Philosophy of Mathematics
- Topic: Does the center of a disk exist?
- Replies: 22
- Views: 6924
Does the center of a disk exist?
When you spin the the disk, it moves in a rotational motion. The faster it spins, the faster it moves. So far I must be boring you with those facts. But something else is happening (or not happening depending on your POV). As you're moving linearly towards the center of the disk, its motion is slowi...
- Mon Sep 07, 2015 4:08 pm
- Forum: Book Club
- Topic: Yves Simon
- Replies: 77
- Views: 20292
Re: Yves Simon
Not your sort of place as you don't know how to spell and you don't like reading classics.HexHammer wrote:Nope, I'm in a public libary, so that's not possible, it closes early.Philosophy Explorer wrote:What's the matter, Hex the liar. Am I keeping you awake in Denmark?HexHammer wrote:You are a compulsive liar, stop your lies!!
PhilX
PhilX
- Mon Sep 07, 2015 4:12 am
- Forum: Logic and Philosophy of Mathematics
- Topic: Proving that the difference between any two anagram numbers is always a multiple of nine
- Replies: 59
- Views: 15233
Re: Proving that the difference between any two anagram numbers is always a multiple of nine
.................... The Completed Extended Proof (this post should be read together with the first two posts of this thread) First keep in mind that (x^p)^1/p = x, p not equal to 0. This will help you to understand what follows. The difference between the power of two anagram numbers with p = 0 is ...
- Sun Sep 06, 2015 7:39 am
- Forum: Philosophy of Science
- Topic: Are these time questions unsolvable?
- Replies: 27
- Views: 6333
Are these time questions unsolvable?
For example: how fast does time move?
Here are some more questions:
http://proadventuretravel.com/8-deep-an ... bout-time/
PhilX
Here are some more questions:
http://proadventuretravel.com/8-deep-an ... bout-time/
PhilX
- Sun Sep 06, 2015 7:14 am
- Forum: Philosophy of Religion
- Topic: How much truth is there in myth?
- Replies: 7
- Views: 1443
Re: How much truth is there in myth?
I think that's what Leo says too.Dalek Prime wrote:I think Joseph Campbell would say there is much truth to myth, as it pertains to our inner lives.
PhilX
- Sun Sep 06, 2015 7:02 am
- Forum: Philosophy of Religion
- Topic: How much truth is there in myth?
- Replies: 7
- Views: 1443