slovakiamaths Apr 2010 41 15 India May 9, 2010 #2 tim_mannire said: What is the subset of R {0,1,5}\[1,6] Click to expand... The sub set of {0,1,5}={0},{1},{5},{0,1},{1,5},{0,5},{0,1,5},{} the formola for no. of subsets of a set= \(\displaystyle 2^n\), where nis the no. of elements in a set

tim_mannire said: What is the subset of R {0,1,5}\[1,6] Click to expand... The sub set of {0,1,5}={0},{1},{5},{0,1},{1,5},{0,5},{0,1,5},{} the formola for no. of subsets of a set= \(\displaystyle 2^n\), where nis the no. of elements in a set

M Moo MHF Hall of Honor Mar 2008 5,618 2,802 P(I'm here)=1/3, P(I'm there)=t+1/3 May 9, 2010 #3 Hey, it's {0,1,5}\[1,6] Since 1 and 5 belong to [1,6], {0,1,5}\[1,6]={0} (Surprised)