Permutations with Restrictions Q2

Permutations with Restrictions Q2

1 black ball, 3 identical blue balls and 5 identical red balls are to be arranged in a line. Find the possible arrangements if

  1. the black ball is first in the line,
  2. a red ball is first and a blue ball is the last in the line.

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Answer:(i) \(56\text{ ways}\) (ii) \(105\text{ ways}\)

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