Show that if n is a positive integer, then C(n,0) < C(n,1) <...<C(n, floor(n/2)) = C
Homework Statement
Show that if n is a positive integer, then C(n,0) < C(n,1) <...<C(n, floor(n/2)) = C(n, ceiling(n/2)) > ... > C(n, n)
Homework Equations
none
The Attempt at a Solution
Seems pretty...