Super Half Vamp Riku Posted January 18, 2010 Report Share Posted January 18, 2010 Ask Me A Question Link to comment Share on other sites More sharing options...
Kitty Posted January 18, 2010 Report Share Posted January 18, 2010 Can you play Sudoku? Link to comment Share on other sites More sharing options...
Super Half Vamp Riku Posted January 18, 2010 Author Report Share Posted January 18, 2010 not at all,you are talking that wierd japanse game Link to comment Share on other sites More sharing options...
Dranzer Posted January 18, 2010 Report Share Posted January 18, 2010 Do you count Keyblade as an actual weapon. Link to comment Share on other sites More sharing options...
Super Half Vamp Riku Posted January 18, 2010 Author Report Share Posted January 18, 2010 yeah it's three in one, a key a weapon and a fork Link to comment Share on other sites More sharing options...
Dranzer Posted January 18, 2010 Report Share Posted January 18, 2010 Is 42 an answer. Link to comment Share on other sites More sharing options...
Super Half Vamp Riku Posted January 18, 2010 Author Report Share Posted January 18, 2010 that depend's Link to comment Share on other sites More sharing options...
Dranzer Posted January 18, 2010 Report Share Posted January 18, 2010 What do you prefer Kyubi or Hachibi. Link to comment Share on other sites More sharing options...
Pudpop Posted January 18, 2010 Report Share Posted January 18, 2010 Well if the question was: infinity ______ _ 2 q \ (2q + 1 + pi\/n)(pi n) \ _____________________ / /_____ (2q + 1)! q=0 (where n is a positive integer), but have not been able to find the process for evaluating this power series. Any and all information on this problem would be greatly appreciated.  This summation can be broken up and rewritten. Splitting the fraction into two pieces by writing (2q + 1 + pi sqrt(n)) (pi^2 n)^q / (2q+1)! as the sum of (2q + 1) (pi^2 n)^q / (2q+1)! and (pi sqrt(n)) (pi^2 n)^q / (2q+1)!, then rewriting (pi^2 n)^q as (pi sqrt(n))^(2q) and simplifying, gives infinity infinity ______ _ 2q _ 2q+1 ______ _ k \ (pi \/n) (pi \/n) \ (pi \/n) \ __________ + _______ = \ _________ / / /_____ (2q)! (2q+1)! /_____ k! q=0 k=0 Will the answer be 42? EDIT: chances are it doesn't look right in the post but I still doubt you would figure it out. Link to comment Share on other sites More sharing options...
Super Half Vamp Riku Posted January 18, 2010 Author Report Share Posted January 18, 2010 Well if the question was: infinity ______ _ 2 q \ (2q + 1 + pi\/n)(pi n) \ _____________________ / /_____ (2q + 1)! q=0 (where n is a positive integer)' date=' but have not been able to find the process for evaluating this power series. Any and all information on this problem would be greatly appreciated.  This summation can be broken up and rewritten. Splitting the fraction into two pieces by writing (2q + 1 + pi sqrt(n)) (pi^2 n)^q / (2q+1)! as the sum of (2q + 1) (pi^2 n)^q / (2q+1)! and (pi sqrt(n)) (pi^2 n)^q / (2q+1)!, then rewriting (pi^2 n)^q as (pi sqrt(n))^(2q) and simplifying, gives infinity infinity ______ _ 2q _ 2q+1 ______ _ k \ (pi \/n) (pi \/n) \ (pi \/n) \ __________ + _______ = \ _________ / / /_____ (2q)! (2q+1)! /_____ k! q=0 k=0 Will the answer be 42? EDIT: chances are it doesn't look right in the post but I still doubt you would figure it out.[/quote']im only in 8th gradeWhat do you prefer Kyubi or Hachibi.kyubi,you are talking about tailed beast's right Link to comment Share on other sites More sharing options...
Dranzer Posted January 18, 2010 Report Share Posted January 18, 2010 Why isn't there an KH anime. Link to comment Share on other sites More sharing options...
Super Half Vamp Riku Posted January 18, 2010 Author Report Share Posted January 18, 2010 i dont know,there's an ff anime movie so it cant be to far behind Link to comment Share on other sites More sharing options...
Dranzer Posted January 18, 2010 Report Share Posted January 18, 2010 What do you prefer-Yuri or Yaoi. Link to comment Share on other sites More sharing options...
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