Answer:
3600
Step-by-step explanation:
Given that there are 8 people to be seated around a circular table.
As per <u>formula:</u>
Number of ways that they <em>n</em> people can sit around a circular table =
We know that 2 people of out of these 8 are not allowed to sit together.
If we subtract the number of ways of these 2 people sitting together from the total number of ways of sitting of 8 people, we will get the number of ways that these 2 people do not sit together.
Number of ways of 2 people not sitting together = Total number of ways of 8 people sitting - Number of ways these 2 people sitting together.
Using formula:
Total number of ways =
Let these two people always sit together, so these 2 can be thought as one pair.
So, 6 people and 1 pair,
Total number of ways the 2 people sitting together =
Total number of ways that the two do not sit together =