Prove composite

JaneFairfax · 2009-03-08 15:32:50

(This is a problem I made up myself.)

Last edited by JaneFairfax (2009-03-08 15:54:48)

Identity · 2009-03-08 18:59:00

But I don't think that is the solution you were looking for

Last edited by Identity (2009-03-08 19:00:59)

JaneFairfax · 2009-03-08 23:43:05

That was indeed part of the soluttion I was looking for. But the proof is not complete yet.

mathsyperson · 2009-03-09 07:59:09

I did a question similar to this a few days ago. The first part was pretty much Jane's question, but without the k included.

It then followed up by asking you to show that 4[sup]n[/sup] + n[sup]4[/sup] is composite (for n>1).
Any takers?

JaneFairfax · 2009-03-09 09:40:35

Here is the solution to your problem.

http://www.thescienceforum.com/viewtopic.php?t=6344

Now can we please concentrate on my own question here?

Last edited by JaneFairfax (2009-03-09 09:56:38)

mathsyperson · 2009-03-09 09:53:56

Calm down, I didn't mean to derail the topic. I decided I'd post the new problem because:

- Your problem has pretty much been solved already. The part that's left is considerably easier than the part that's been done.

- Your result is used in a nice proof for my problem, so I thought it'd be a good extension.

Anyway, sorry for upsetting you.
Everyone please focus completely on the original question because that's what this topic is about.

JaneFairfax · 2009-03-09 11:46:14

Thanks.

You would be wrong to suppose my question is almost solved there is still some work to be done. Identity did not use the condition , which is a crucial condition. Otherwise you could have .

Last edited by JaneFairfax (2009-03-09 12:08:00)

JaneFairfax · 2009-03-14 03:36:21

bobbym · 2009-04-17 08:55:12

Hi Jane;

Thanks for providing the solution. Checking out the scienceforum link you provided their is a member that is like you but under another alias. On checking out her profile it leads to the invision forum where you appear as Jane Fairfax.

bobbym

Last edited by bobbym (2009-04-17 08:57:07)

JaneFairfax · 2009-04-17 08:57:57

Well, you could have accessed the forum much more quickly by clicking the Did You Know? link in my signature.

Feel free to join the forum.

bobbym · 2009-04-17 17:24:45

Sorry Jane, I was being nosy. Thanks for the invite. I already do a lot of lurking there.
(Hope you did not see the rest of this post before I got a chance to delete it. Stupidly, put my foot in my mouth with that thoughtless comment.)

Last edited by bobbym (2009-04-19 20:30:43)

Math Is Fun Forum

#1 2009-03-08 15:32:50

Prove composite

#2 2009-03-08 18:59:00

Re: Prove composite

#3 2009-03-08 23:43:05

Re: Prove composite

#4 2009-03-09 07:59:09

Re: Prove composite

#5 2009-03-09 09:40:35

Re: Prove composite

#6 2009-03-09 09:53:56

Re: Prove composite

#7 2009-03-09 11:46:14

Re: Prove composite

#8 2009-03-14 03:36:21

Re: Prove composite

#9 2009-04-17 08:55:12

Re: Prove composite

#10 2009-04-17 08:57:57

Re: Prove composite

#11 2009-04-17 17:24:45

Re: Prove composite

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