Member since July 29, 2011

w0lfshad3

My Profile
w0lfshad3
  • Answered Questions: 0
  • Posts: 46
  • Location:
  • Occupation:
No Profile
Following
User has not yet added friends.
Followers
User does not yet have followers.
My Tags
Science And Math, Odds, Mathematics, Probability, Maths, Dice
My Recent Posts
 
Tue 29 May, 2012 01:15 am - All you needed was: http://en.wikipedia.org/wiki/Science Also, if you meditate upon the basis of knowledge, what is identity, that is, an entity and it's unique id, or what makes it... (view)
Wed 7 Sep, 2011 09:07 am - This is a conditional probability problem. ABCDE;E AAA;EEE was calculated as 4/45 experiment sais 0.0659658333 3/45 is very close: 0.0(6) Anyone knows how to calculate this probability... (view)
Wed 7 Sep, 2011 09:06 am - This is a conditional probability problem. I experimented on matching all numbers between ABCD;EE and ABCD;EE Hypothetic (calculated) probability: 1/1260 Real probability: ~1.75/1260... (view)
Sat 3 Sep, 2011 05:02 pm - Here there's many matches of 3. Because it's a match of 6/6 it means that there are C(6,3)=20 matches of 3... I think (view)
Sat 3 Sep, 2011 04:25 pm - 1. is (1/252)*(1/5)=1/1260 2. is hard; take 2 simplified, it's still hard: What is the probability of the player matching 3 numbers from a 10 number lottery (0...9) w/o repetition, given... (view)
Fri 2 Sep, 2011 12:15 pm - Is this the answer to 1? C(5,5)C(10-5,0)/C(10,5)=1/252 + (1/252)*(1/5)=6/1260=1/210 or just (1/252)*(1/5)=1/1260? And this to 2? C(5,4)C(10-5,0)/C(10,4)=(5/210)*(2/5)=2/210? (view)
Fri 2 Sep, 2011 12:01 pm - Problem 1 data: A lottery of 10 numbers (0...9) w/o repetition drawing sets of 6. Statistical data: A. The statistical probability of a lottery drawing 6 distinct numbers is 19.66% E.g.:... (view)
Fri 2 Sep, 2011 11:04 am - Well, that wiki bit was inspiring, even if it that formula I posted is wrong for this problem because it's for no replacement balls. I should've posted this one instead perhaps: The... (view)
Fri 2 Sep, 2011 08:16 am - 1. What is the probability of the player matching 3 numbers from a 10 number lottery (0...9) w/o repetition, given the conditions: - player and lottery pick 6 numbers - player and lottery always... (view)
Fri 2 Sep, 2011 03:16 am - Actually the answer is the hypergeometric distribution: [kCx] [N-kCn-x] / [NCn] 5 units (6 out of which 2 are repeated which counts as one distinct), out of a space of 10 units, matching 4... (view)
 
  1. Forums
  2. » w0lfshad3
Copyright © 2024 MadLab, LLC :: Terms of Service :: Privacy Policy :: Page generated in 0.03 seconds on 05/07/2024 at 09:33:10