James

Any link to the answer, or the answer written down.

Note: I need the cross product not the Curl

For Facebook.

I know that I can view it from the perspective of a friend, but what about randomers?

The only character I know is The Hulk. :/

Can you recommend good films to watch that will help me get to know the characters that I probably should know about? :p

So, you can login to things using your Facebook account. But I can't do it with some, I just get,

'Sorry, something went wrong'.

I can't sign into Grooveshark, or connect to the Guardian newspaper to look at articles that others are looking at.

Now, I recently found that I can't connect to Formspring either with my account any more and I used to be able to.

So this suggests that it's something to do with my actual Facebook account.

Now, I can connect to the Independent newspaper and Yahoo answers.

I first noticed the problem about 2/3 weeks ago.

Any help?!

If given a system that has two zero eigenvalues, which results in the zero matrix for finding the eigenvectors. How do you find the eigenvectors?

e.g.

dx/dt = x^2 * y, dy/dt = x^2 - y^2

The linearised Jacobian matrix will be,

0 0

0 0

which gives zero eigenvalues. So how would you find it in this case?

Does the radio choose based on what others who like this song listen to or just on type?

If I have several different songs (lets say A, B and C are song types similar to each) then does it find songs and pick them randomly to fit with either of those (like, AABACCABA)?

If I add songs, will it constantly update the radio?

(so adding a dance song to a list that's based on rock, which will it do?:

Will that start changing the music to dance?

Will it find a blend of types (so some dance some rock)?

Will it ignore the new songs added and just base the new songs on what was originally put in?)

How long till Sour Milk Smell Stops?

I spilt milk where I can't get to it. The smell is beginning to start.

How long until the smell naturally stops on its own?

(Not much milk, less than 1/4 of a pint)

(There is NO WAY of me getting to it, or PUTTING anything on it)

(Relevant links required for best answer)

I know the the DCR TRV265E PAL does.Any others?

http://configure.euro.dell.com/dellstore%E2%80%A6

The only game I want to actually play on it is civilization IV.

Will this laptop be able to play it considering that it is an integrated graphics card?

Especially since it's an Intel one as well. And they suck at integrated graphics.

Intel Integrated GMA 4500MH

http://www.pcworld.co.uk/gbuk/hp-pavilio%E2%80%A6

I thought it was pretty good until I saw that it was only 1.6GHz.

Doesn't everything need to be above 2GHz now to be decent?

For example I want to play the game Civilization 4 at some point, will it be able to play this?

Which creature got it first?

When?

Why?

Links will be very helpful

as, in why do the viruses not get into the blood stream or something like that

The pdf file:

On each page it has two pages on their side.

(actual pages 1 & 2 are on page 1 of the pdf, 3 & 4 on 2 etc...)

I want to split each page down the middle and print out each half on its own A4 page.

(So 7 pages becomes 14, 8 becomes 16, etc...)

How do I do this? (without taking a screen shot (I don't want to lose information))

dx/ds = x(y-u) ; dy/ds = y(x+u) ; du/ds = (x+y)u

Combining the first two you get

d(y-x)/ds = (y+x)u = du/ds >> y-x = u + const

I need to find the other equation with a constant. BUT I CAN'T. It keeps reducing to the same result I have above. I'm supposed to find two different equations with two different constants.

Any help?!

(a,b) is the greatest common divisor of a and b

a,m,n are positive integers.

Bonus, Show that, ( [a^(2^m) + 1] , [a^(2^n) + 1] ) =: {1 if a is even}, {2 is a is odd}

(a,b) is the common divisor of a and b

Prove that every positive integer is uniquely expressible in the form

2^(j_0) + 2^(j_1) + 2^(j_2) + ... + 2^(j_m)

where m>=0 and 0 <= j_0 < j_1 < j_2 < ... < j_m

Let X be the two-element set {0,1}

X^w is the set of all w-tuples of elements of X.

Let A be a subset of (Z+)x(Z+) with y<=x

(Z+)={1, 2, 3, ....}

Define g: A >> Z+

g(x,y) = (x - 1)*(x/2) + y