Points = (2 wins * 3 points) + (3 draws * 1 point) + (1 loss * 0 points) = 6 + 3 + 0 = 9 points.

Winning 75% of 20 matches means the team won 0.75 * 20 = 15 matches.

If A is between B and C, then E must be opposite D.

Since A is not next to B, it is possible for B to be next to D, making this statement true in some arrangements.

Arranging A, B, C, D, and E, we find that E is to the left of D.

By arranging A, B, and C, we can find the positions of D, E, and F. The person opposite D will be F.

Since not all mammals are dogs, it follows that some cats, being mammals, cannot be dogs.

The statement indicates that while some flowers fade quickly, it does not apply to all, hence some must not.

Since D is opposite E, F sitting to the left of D means F is also opposite to E. Therefore, the person sitting to the right of E is F.

The arrangement can be visualized as A-B-C-E-D-F. Therefore, A is sitting to the left of E.

Since F is to the left of G and H is to the right of F, it follows that F must be to the left of H.

Since A cannot sit next to B, C, D, or E can be seated next to A. Therefore, C is a valid option.

Since W is to the immediate left of Y and Y is to the immediate right of Z, Y must be in the middle of the arrangement.

Since C is between A and D, and A is not next to B, E must be next to D.

Since C is between A and D, and A is not next to B, E must be next to B.

Arranging the friends based on the given information, we find that B is opposite to D.

P is between Q and R, which means Q is on one side of P and R on the other. Since S is opposite T, the only person next to R must be P.

Since R is between P and Q, we can place them in a circle. S must be placed such that T is directly opposite S, as there are only five friends.

Since R is between P and Q, we can place them in the circle. S will then be opposite T, as there are only five friends.

The union of two sets will always have at least as many elements as the larger of the two sets, including unique elements.

Hybrid sets can help reduce redundancy by combining different categories of data into a single representation.

With A between B and C, and D opposite A, F must be next to D in the arrangement.

Since C is opposite A, and A is next to B, D must be next to C.

If A is next to B and C is opposite A, then E must be to the right of C in the circular arrangement.

The arrangement is B-A-C. The person sitting opposite B would be E.

If A is to the left of B and C is to the right, D must be opposite A.

The arrangement is E-D-F. The person sitting opposite E would be I.

With E between F and G, and H opposite E, the only person who can sit next to H is I.

By placing G and determining F's position, we can find that I must be opposite G.

Since L is opposite J, and J is next to K, M must be next to L.