Question

The number of ways in which 21 objects can be grouped
into three groups of 8,7, and 6 objects is
(a) 20 !/(8 ! + 7 ! + 6 !) (b) 21 !/(8 ! 7 !)
(c) 21 !/(8 ! 7 ! 6 !) (d) 21 !/(8 ! + 7 ! + 6 !)

Answer 1

Answer:

option b is the answer for this question

Answer 2

$\huge\boxed{\underline{\underline{\blue{\mathfrak{Answer}}}}}$

$<marquee direction="left">$ option B=21!/(8!7!)