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http://news.bbc.co.uk/1/hi/sci/tech/6589157.stm
It's really exciting having found a most earth like planet . I bet there're alien on it .
The problem is , How can we travel a distant of 20.5 light year?
I say that there is another Universe, a one which is the exact oppisite of everything in this Universe.
One flaw about this is , that if that universe is the opposite of ours , then If we can't travel to that universe , that will mean that the ppl from the opposite universe can travel to our universe. It will be a one way passage ,right?
Don't know it will work tho.
If a ,b,c lie in the same straight line , We have a-b=zc , b-c=xa ,c-a=by , Add them together , get xa+yb+zc=0 ,
Thx ,Jane
About question 2 , if it asks what are the equivalent classes .
Then , it's A={m-n=0(mod 3)} , B={s-t=1 (mod 3) }, C={a-b = 2 (mod 3) }, Since the union of A,B,C = Z , right???
IBM - Industrial Biggest Mistake. lol
I don't really understand what is maxiaml linearly ordered subsets , and the way to find it.
It says I need to use Hausdorff Maximality Principle , I have no idea.
A has inverse , B has inverse , is there a proof for A+B?
To question II , I did this .
One more question , if A , B have inverse ,so does A+B?
I've got it , thanks .
The asscociative law is (AB)C=A(BC) , what happen if more than three matrix , ABCD=A(BCD)=A(BC)D????
Use vectors~
To prove sin(A-B) , just let A( cosA, sinA) ,B(sinB , cosB)
Try to put on faces.
I like it when you draw in Comic style
Belive I Can Fly - It's real classic song.
Espeon , Can u identify this Japanese song for me ? http://www.youtube.com/watch?v=swOqSJ4GJjU&mode=related&search=
Paralell universe~ hehe
The characteristic only exists in math lol ~one thing with two opposite character.
the set of all rational numbers is countable , but set of rationals seems to have "greater" infinity than the set of positive integers does.
The concept of infinity is really vague. Is the R^1 both closed and open a math contradiction ? Will it lead to some crisis ?
Maybe live in different dimensions.
I believe most of you have played the card game FreeCell . I have played a hundred games of it , and I believe it's always solvable. I wonder is there a way to prove it.
OH yeah , I always treat a set as an interval~ it can be serveral.