1366 x 768
It's a 16 inch 16:9 ratio screen. Will it effect gaming or the way the graphics look? How is an Infinity screen? I'm scared that the screen might get dust in it. I've heard of such stories. How long have you had yours and did dust get stuck in the screen?
And when I say infinity...
I have a 99 Chrysler LHS with the 9 speaker infinity amplified sound system, and I want to add the parrot 3200LS COLOR bluetooth kit, and later an aftermarket head unit. I ordered the MET BT1817 harness for the bluetooth, and I want to know what radio harness I need. I have been told it is the...
Imagine that in some imaginary place there is infinity red marbles.
Now imagine that for every 100 red marbles theirs 1 blue marble.
So this means that theirs infinity blue marbles right?
But isnt there still more red marbles than blue? Im confused
im thinking about buying a box but i cant find price online. so for people who have used them already how much do they cost- at like walmart or something? and how well do they work? is it worth my money? are they as good as evereyone says they are? thanks a bunch. :]
the sequence is t^(n+1)/[(n+1)!]
I have show via the ratio test that the equivalent series converges (and somehow my professor said that because the series converges, the equivalent sequence should go to zero. Can someone explain this, or offer an alternative method?
Thanks
Is this even possible? We are so used to everything having parameters? Can we Truly comprehend what forever, without end , really is? our brains are finite...we theorize and we rationalize but can we really even fathom something unfathomable?
It amazes me how we teach, as though we have the...
Actually, I got a job offer from the TOYOTA MOTORS in Uk and I have already transferred 2.20 lack money for visa, work permit, Resident permit, insurance certificate documents and for endorsement /stamping. Now I have been asked by the infinity bank to deposit 3.5 lack for the first 3 months of...
Let S be the series S= n=0 E to infinity of (t/(1+t))^n where t is not = to 0.
A.) find the value to which S converges when t=1. (I got 2 for this?)
B.) determine the values of t for which S converges. justify answer.
C.) Find all values of t that make the sum of series S > 10.
just want to...
I would guess Marvel has taken the term and applied it to something else.
Fractals are those trippy pictures you see where the closer you look, the more the patterns repeat themselves on a smaller scale.
They are created by applying a non-linear, non-converging equation an infinite amount of...
...centered at 0 with radius of? convergence 1 which converges at both x=1 and x= -1.
And another one which converges pointwise on (-1,1) but does not converge uniformly on (-1,1)
Thank you!!!!!!!
Ok I can't solve these. I'm having a hard time.
lim (sqrt(16x^2+x)-4x)
x->infinity
lim (x+2/sqrt(4x^2+1))
x->infinity
I know you have to use the conjugates or w/e but what do I do after that. Steps would help thanks!
Because my teacher said weird things can happen when you find certain limits involving infinity. (e.g. something to the power of infinity is not necessarily infinity). How do you know when you can say a limit is 0 or infinity by just looking at it (e.g. e^-5x) and when you have to do something...
the limit as x approaches infinity, (1+(1/x))**x=e.....(** means to the power of x)....I need help proving that this limit is true and an explaination...please help.....
There are 2n+1 points uniformly distributed on the circumference of the unit circle (radius=1).
If you draw lines that connect every n-th point, you will have a nice looking star.
Find it's area if n -> infinity.
And bonus question:
Find area if there are 2n+2 points?
Scythian, have you found...