Friends - I'm in trouble - and I need your help

Thank You to all Veterans

Also it’s RED Friday so wear a little RED. Remember Everyone Deployed

correct, wasn’t sure if
i should post hear or there, though i’d get quicker response in market place,  :roll:

admin or modo, feel free to delete this discussion ^^  :-D

@wittmann:

@John:

@wittmann:

Nice avatar John Brown.

Thanks wittmann! I found the picture the other day and thought it would be neat. You know me, I like to change my avatars, all the time, LOL. :-D

I love my pic of Wittmann and am too computer retarded to know how to change it anyway. (My wife opened this account and did the pic.)

I am half Italian and do love the Italian WW2 Fighters.
Not much to love about the tanks!

Believe it or not, I just learned how a couple of years ago. I guess everything I learn, I learn the hard way, LOL. :-)

Guys,

––First, let me start out by saying “Unbroken” is NOT a war movie,….at least like you normally think of one.
----It IS a very powerful, inspirational movie that is extremely well done. It also has a enough WW2 action/scenes to be “interesting” to a WW2 buff. The CGI as well as the physical props were well done. I only noticed one inacuracy,…when returning to America at the end of the war there was a transport aircraft that still had the early ww2 red dot in the star and red/white rudder stripes. I guess it might have been possible but I doubt it. Anyway, it was hardly noticable (except to a historian) and didn’t detract from the movie at all. All summed up, a great movie that’s well written, acted, with great cinematography.

----My opinion,…If you want to see a well done INSPIRATIONAL movie set in the WW2 era, this is a GREAT ONE!

Tall Paul

EPIC!!!

I’ll take two.

Yeah, my parents threw away a lot of my cool stuff too that I left in the garage.

AN EQUATION!!!  :-o

Next thing you know you will be discussing the polarity of ZERO!!!  :-P

You defined 10 possible selections so the odds of any single selection is 1/10.

You defined the possible selections as three 0’s, four 1’s and three 2’s.

This means the odds of selecting a 0 is 3/10 or 30% in a single draw.  For a 1 it is 4/10 or 40% and for a 2 it is 3/10 or 30%.

You then specify two draws with replacement between the draws.

Finally, you requested the sum of the two draws equal or exceed “3”.

The possible results of the two draws are (x,y) where x is the first draw and y is the second draw.

These possible results are (0,0); (0,1); (0,2); (1,0); (1,1); (1,2); (2,0); (2,1); (2,2).

The only results you are interested in are (1,2); (2,1) and (2,2).

These are (0.4 * 0.3) + (0.3 * 0.4) + (0.3 *0.3)

This equals 0.12 + 0.12 + 0.09 or 0.33 which is 33%.

For a bunch of fancy pants math terms take a look at this:
http://en.wikipedia.org/wiki/Dice#Probability

Ooh ooh! Thankew vewy mucho, dz!! Ewe r sew kynd.