Question

Number od odd numbers between combination n c0 and ncn

Answer 1

nC0
=(n!)/(0!×(n-0)!)
=(n!)/n!
=1.

nCn

=(n!)/(n!(n-n)!)
=n!/n!
=1

So Between 1(nC0) and 1(nCn)...
well theres no odd number... (i.e. if 1 does not count.)

Hope it helps...
regards,
Leukonov.