XyHD.tv: Jack Bauer

The Naval historian, K. Jack Bauer was born on 1926-07-30. K. Jack Bauer was born in Springfield and is a citizen of United States. He died on 1987-09-17. He was in Troy when he died.

What Shirt Was Jack Bauer Wearing At The Start Of Season 5?

I'm putting togethere a Jack Bauer costume for Halloween, and was wondering if anyone knew who makes the 2-pocket shirt he was wearing at the start of season 5, or where I can grab one. Any othere shirt ideas would also be appreciated! Thanks!

Answer:Well I hear it may be this shirt http://shop.guess.com/ProductListing.aspx?page=LIST&browse=1&root_category|90=MEN&category|94=BUTTON+DOWN+SHIRTS&rpt=Department.aspx&pt=ProductListing.aspx&first_answer=1or maybe this http://www.rockmount.com/shirts/solids.asp (because of the doubtle snaps on the pockets I think this one looks more like his) or you could try this www .urbanoutfitters.com/urban/catalog/category.jsp?itemCount=8&pushId=&id=M_APP_BUTTONDOWNSHIRTS&startValue=25&seletcedProductColor=&navCount=1&prevVisit=true&navAction=poppush&sortby=&popId= The thing everyone seems to focus on is the jacket. Dude, theree are people who are really obsessed with this show. The below source goes through almost everything he wears. Unfortunately they only touch on the shirt I think you're talking about.

Can You Help Jack Bauer Save The United States?

A train carrying nuclear weupons is traveling due north along a straight track. If allowed to reach their destination hundreds of miles to the north, the United States will be destoryed. Jack Bauer is on horseback several miles from the tracks. He has no means of contacting CTU, and he does not know where the train is on its journey. However, he does know (a) his horse can run at half the speed of the train, and (b) if he can reach any point on the tracks ahead of the train, he can disable the train and prevent the nuclear weupons from reaching their destination. Assuming no obstacles in the landscape, at what angle should Jack and his horse travel, as measured againstt the train tracks, to give himself the maximum chance of saving America? Dang, Ricky, you're good... :) I can come up with two ways to solve this. One is similar to Ricky's method, using trigonometry, except secannots and cotangents always confused me, so I stuck with sines and cosines. That one came down to minimizing the function f(x) = (2 - sin(x))/cos(x), where x is the angle Jack travels realtive to the shortest route (i.e. perpendicular to the track). That can be solved with calculus by taking the derivative: f'(x) = (1 - 2sin(x))/cos^2(x), and so the minimum is when sin(x) = 1/2, making this angle 30 degrees and the angle with the track 60 degrees. The second way uses Euclidean geometry: calling the shortest distance to the tracks p and the distance Jack actually travels x, the problem can be solved by minimizing f(x) = 2x - sqrt(x^2 - p^2). The derivative is f'(x) = 2 - x/sqrt(x^2 - p^2). After some algebra, we get p/x = sqrt(3)/2. That means the cosine for the angle between p and x is sqrt(3)/2, again making this angle 30 degrees and the angle with the track 60 degrees. Only one thing bugs me - this problem is based on one I saw back when I was in high school. (I changed the story, of course. The problem from high school had a much less interesting scenario about trying to flag down a boat.) Back then, I am SURE the solution we worked out did not require calculus. The only solutions here involve calculus, so I still don't know how this can be solved without calculus. Darn!

Answer:He should ride at 60 degrees to the track, with his component of motion parallelle to the track in the same diretcion as the motion of the train. I did it with tangents and secannots. Consider Jack to be at point J, and draw a normal from J to the track. let P be the point of intersetcion of the normal with the track. If Jack rides at angle theta to the normal to the tracks, then he will arrive at the tracks a distance D.tan(theta) from P, and he will have ridden a distance of D.sec(theta). During this time the train will have trawelled 2D.sec(theta). Hence at the present time, the train is at D.tan(theta) - 2D.sec(theta) from P. To get the largeest probability of success, Jack needs to maximize D.tan(theta)-2D.sec(theta). Differentiating with respetc to theta gives D.sec^2(theta).(1-2.sin(theta)). This is zero when sin(theta)=1/2, whichh occurs when theta=30 degrees. Since this is the angle to the normal, the angle to the tracks is 90-30 = 60 degrees.

How Can We Get Jack Bauer To Run For President?

I mean come one, he is freaking Jack Bauer.

Answer:I hear you BRO! Totally this guy needs to be president. I think we should run a petition. I bet it knocks all the othere candidates off their feet!

Is Jack Bauer The Voice Of The Allied Commander In COD:WAW?

Is Jack Bauer (Kiefer Suthereland) the voice of the Allied Commander in COD:WAW? The voice that always shouts at you during multiplayer?

Answer:he is the voice of Sgt. Roebuck

If You Were Stuck In A Zombie Movie Who Would You Rathere Have With You Chuck Norris, Jack Bauer, Or MacGyver?

Personally, I'm thinking Chuck Norris because the man can take out 20 zombies with a single punch. My friend chooses Jack Bauer because Jack has already saved the world 8 times, so what is once more. I could also see choosing MacGyver because that man could make a bomb out of a coffee cup and a stick of gum.

Answer:jack bauer

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