In which of the folloing `m gt n(m, n in R)` ?

In which of the following, m gt n (m,n in R) ?

In which of the following, m gt n (m,n in R) ?

In which of the following, m gt n (m,n in R) ?

For nonnegative integers s and r , let {:((s),(r)):} = {:(s!)/((r! (s-r)!),(" 0"):} {:(" if "r le g),(" if "gts):} For positive integers m and n , let g (m,n) = sum_(p=0)^(m+n) (f(m,n,p))/{:((n+p),("p")):} where for nay nonnegative integer p , f(m,n,p) = sum_(i=0)^(p){:((n+i),(i)),((n+i),(p)),((p+n),(p-i)) Then which of the following statements is/are TRUE ?

Which of the following is more concentrated ? Hint: For poly basic acids the concentration in 1M gt 1m gt 1N gt 1 %.