In how many ways can b blue balls and r red balls be distributed in n distinct…

GATE · 2008 · IT

In how many ways can b blue balls and r red balls be distributed in n distinct boxes?

  1. A.

    [(n+b-1)!(n+r-1)!]/[(n-1)!b!(n-1)!r!]

  2. B.

    [(n+(b+r)-1)!]/[(n-1)!(n-1)!(b+r)!]

  3. C.

    n!/(b!r!)

  4. D.

    [(n+(b+r)-1)!]/[n!(b+r-1)!]

Attempted by 112 students.

Sign up free to check your answer

Sign up free

Explore the full course: Aptitude For Gate

Loading lesson…