Question
The number of ways in which 6 gentlemen and 3 ladies be seated round a table so that every gentleman may have a lady by his side is
- 1440
- 720
- 240
- 480
The correct answer is: 1440
First we arrange 6 men in a circle = 5! ways
Between gaps 3 ladies can be arranged in 2(3!) ways
\ required no. of ways = 5! × 2(3!)
= 120 ×12
= 1440
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