S1 is set of irrarional numbers btwn 0 and 1=( 1/2 , 1/3 , 1/4 , /1/5 root(2),root(3) ....etc )
S2 is set of rational numbers including 0 and 1 =(0, 1/2 , 1/3, ,1/4......1)
so s1 intersection s2 cant be empty set right as they have some elements in common
even though S2 set is a set of rational numbers and it is dence it will still have finite values right how is it infinite
and can anyone explain to me what is "S be the closed interval [0, 1]"
what elements will be included in this set.
Thank you