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  Discussion about math, puzzles, games and fun.   Useful symbols: ÷ × ½ √ ∞ ≠ ≤ ≥ ≈ ⇒ ± ∈ Δ θ ∴ ∑ ∫ • π ƒ -¹ ² ³ °

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#677 Re: Help Me ! » Even more trig » 2014-07-14 05:52:56

I think I figured it out. I will post it when I write it out.

#679 Re: Help Me ! » Even more trig » 2014-07-14 05:31:10

The same as Nehushtan did.

#681 Re: Help Me ! » Even more trig » 2014-07-14 05:18:44

What do you not understand? I just rearranged the result a bit and got the answer.

#682 Re: Help Me ! » frobenius problem » 2014-07-14 05:17:42

I am getting
but I do not know how to prove that.

#683 Re: Help Me ! » Even more trig » 2014-07-14 05:01:47

Sure!

FullSimplify[Sin[b + c - a] + Sin[a + b - c] == 2 Sin[a + c - b]]

2 Cos[a] Cos[c] Sin[b] == Cos[b] Sin[a + c]

#684 Re: Help Me ! » Even more trig » 2014-07-14 04:49:48

M says b. I haven't gotten to the solution analytically yet, though.

#685 Re: Help Me ! » Invertible matrix » 2014-07-13 22:34:17

Well, the inverse transformation is T'(A)=BAB^-1

#686 Re: Help Me ! » Invertible matrix » 2014-07-13 11:02:21

Well, first you need to prove it's a homomorphism. Do you know what that means and how to do that?

#687 Re: Puzzles and Games » Black and White Hats » 2014-07-12 08:51:17

True, but the problem in post #1 says they are placed one behind the other, so {7/3}'s solution applies there. smile

#688 Re: Puzzles and Games » FUN add 28 game! » 2014-07-10 09:00:14

I know. I didn't say that the misunderstanding was accidental. smile

#691 Re: Puzzles and Games » FUN add 28 game! » 2014-07-10 06:25:56

It is not a typo. It is a misunderstanding of meaning of the intended meaning of the exclamation mark.

#692 Re: Exercises » Bitter running » 2014-07-09 01:54:50

He's learned not to argue with those guys anymore.

#693 Re: Exercises » Bitter running » 2014-07-09 01:36:35

I will try working on it a bit more.

I see B has learned.

#695 Re: Help Me ! » Help with Probability problems » 2014-06-24 23:15:38

Yes, the problem is not well-defined. We should wait for the OP to clarify, if he's able to.

#696 Re: Help Me ! » Help with Probability problems » 2014-06-24 21:51:47

Ah, I see where else we differ. I differ between the suits.

#698 Re: Help Me ! » Help with Probability problems » 2014-06-24 14:07:08

Is that with same or different players?

#699 Re: Help Me ! » Help with Probability problems » 2014-06-24 13:54:48

What do you get? And what do you get when they're different players.

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