What is the population of red states vs the population of blue states?
I can send you on a quest, with a few handy tools:Do "red" states have significantly different population IQs than "blue" states?What statistical comparison can be made between blue and red cities/states?Gallup: Red states now outnumber blue statesRed states and blue states - on Wiki (usually fairly current information)Choropleth map - some other examples (and terms)Red, Blue and Purple: mapping 2012 US Presidential Election - a blog post on ESRI About EsriUS States: Population and Ranking - on Enchanted Learning
Red vs Blue 3D Model Animation?
Monty Oum does their animations, and he's said in the past that he uses Poser 7 (probably 8 now).
Xbox 360 hd av cables green blue and red cable question?
You need to connect the red/white audio cables the red/blue/green are all video cables so only connecting those will give video only. The inputs your referring to are called component inputs. Be sure that you switched your wire on the back of the 360 to hdtv, switch your tv to component power on your 360 select your desired resolution 720p, 1080i or 1080p if your tv accepts it via component and your good to go.
Why is it always red vs blue?
ive noticed when theres two opposing teams, its almost always red vs blue. examples: Runescape - Saradomin vs Zamorak WoW - Horde Vs Alliance Gangs - Krips vs Bloods cant think of any others on the top of my head. is there any reason for these colors always fighting?
What's the better demonstration team, the Blue Angels or the Red Arrows?
I may be biased because I was Navy, but the Blue Angels are the best, had a buddy that got assigned to them years ago. Think about this, can the Red Arrows, Snowbirds, or Thunderbirds launch from a carrier deck at the beginning of their shows? They did it for fleet week in Frisco years ago off my first ship, The USS Abraham Lincoln. The winner hands down..............? The Blue Angels! The Blue Angels are comprised of Navy and Marine pilots with years of experience flying in the fleet. Here's two sites below. Go Navy! This is an exerpt from Chris H's post below: "The biggest weakness of the US military is that it has an excess of self confidence and a lack of introspection. Everything American is automatically best. It's hard to learn when you always assume your answers are automatically the only correct ones." You make it sound as if no one else here appreciates anyone else but the US. I have seen the other flight demo teams, and in my OPINION, the Blue Angels are best. So what? You sound like you're touting the Red Arrows yourself, and to take a snippet of that last paragraph you posted, "Everything American is automatically best". Sounds like to you, everything British is automatically best. I also liked your comment on the carrier takeoff and landing being a common thing that a demo or test pilot could do. Lets see you do it bud, in the dead of night on a pitching deck. Then tell me how easy it is. I'm sure you think it's commonplace because the Brits use VSTOL aircraft to do it. You're post is a reflection of how closed-minded you think we americans are. Re-read your post and tell us different.
Easy 10 points: selsun blue or T/gel?
prolly T/gel! selsun blue prolly smells better, but my mother used t/gel and it did its duty, lol!! But i feel that selsun blue leaves somewhat of a coating on the hair strand! and i have noticed that it makes others smell kind of musky and their hair look oily!! But i say neither of them really, i would get Tea Tree shampoo!! works very well for the scalp and is natural, and smells minty fresh!!
Blue vs Purple hair? easy points!?
PURPLE ALL THE WAY get a nice purple though. :] oh & special effects. do a search for it. i bought it from: http://www.garmentdistrict.com/store/rock/special/index_special.htm but they have a few colors at hot topic and they'll probably have it at your local punk store. i ordered deep purple, and although it was a nice color, i didn't like it with my black hair. it had a blue tone to it though, if that's what you're looking for
You have 50 red, 50 blue marbles, and 2 jars. You must place all 100 marbles in the two jars. Your friend will be randomly grabbing one marble from one of the jars. How would you maximize the chance of your friend picking a red marble?
The question is phrased vaguely, and consequently there are at least three different ways to interpret it:1. Your friend will choose a jar uniformly at random, then choose a marble from that jar uniformly at random.We want the average of the percentages of red marbles in both jars to be maximized. If one jar contains more red than blue marbles, then the other jar contains more blue than red marbles. Call these jars the "red jar" and the "blue jar," respectively [1]. Among all arrangements, the greatest possible probability that you draw a red marble from the red jar is 100%, realized in cases when there are no blue marbles in the red jar. Among all arrangements, the greatest possible probability that you draw a red marble from the blue jar is 49/99, realized in the case when there are 49 red and 50 blue marbles in that jar.Since the arrangement with one red marble in one jar and all the others in the other jar maximizes BOTH of the probabilities we're trying to maximize, it's optimal. [2] 2. Your friend will examine the two jars, select a jar, and then take a marble uniformly at random from that jar, hoping to get a blue marble.In this case, if one jar has more red marbles than blue marbles, then the other has more blue marbles than red marbles, so you want to put equal numbers of red and blue marbles in each jar.3. Your friend will examine the two jars, select a jar, and then take a marble at random from that jar, hoping to get a red marble.This is the easiest case: just arrange it so that one of the jars doesn't have any blue marbles in it.[1] If you want to be completely formal, let's say that if both jars have the same number of red and blue marbles then we assign the labels "red jar" and "blue jar" arbitrarily.[2] This is of course the same as Anonymous' answer, which was posted while I was typing this up. Michael Hochster's answer and Breno Sakaguti's answer come to the same conclusion, but I like this version of the argument better. Of course, I only appreciate it because I understand their brute-force and more generalizable solutions to the problem; for someone who didn't, this might not be the best place to start. In general in such a problem you won't be able to maximize both probabilities simultaneously, so you'd have to do something more like the other solutions.