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10 Jun 2026, 13:15
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100% (00:56) correct
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At a circular dinner table, five couples are seated randomly. Two arrangements are considered different only if the relative positions of people change. What is the total number of arrangements in which everybody sat adjacent to his or her partner?
A. 32
B. 48
C. 384
D. 576
E. 768
The OA will be automatically revealed on Thursday 11th of June 2026 01:15:21 PM Pacific Time Zone
A. 32
B. 48
C. 384
D. 576
E. 768
The OA will be automatically revealed on Thursday 11th of June 2026 01:15:21 PM Pacific Time Zone
10 Jun 2026, 21:09
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Assume each pair to be a single entity,
Now total combinations for these 5 entities is, 4!,
And each entity can have two combinations possible
So total combinations 4!*2^5, i.e 768
E is correct answer IMO
Now total combinations for these 5 entities is, 4!,
And each entity can have two combinations possible
So total combinations 4!*2^5, i.e 768
E is correct answer IMO
