A lake contains exactly five islands—J, K, L, M, O—which are unconnected by bridges. Contractors will build a network of bridges that satisfies the following specifications:

- Each bridge directly connects exactly two islands with each other, and no two bridges intersect.
- No more than one bridge directly connects any two islands.
- No island has more than three bridges that directly connect it with other islands.
- J, K, and L are each directly connected by bridge with one or both of M and O.
- J is directly connected by bridge with exactly two islands.
- K is directly connected by bridge with exactly one island.
- A bridge directly connects J with O, and a bridge directly connects M with O.

- Which one of the following is a complete and accurate list of the islands any one of which could be directly connected by bridge with L ?

- J, K
- J,M
- J, O
- J, M, O
- J, K, M, O

- Which one of the following could be true about the completed network of bridges?

- J is directly connected by bridge both with L and with M.
- K is directly connected by bridge both with M and with O.
- L is directly connected by bridge both with J and with M.
- M is directly connected by bridge with J, with K, and with L.
- O is directly connected by bridge with K, with L, and with M.

- If a bridge directly connects K with O, then which one of the following could be true?

- No bridge directly connects L with M.
- A bridge directly connects J with L.
- A bridge directly connects L with O.
- There are exactly three bridges directly connecting L with other islands.
- There are exactly two bridges directly connecting O with other islands.

- If a bridge directly connects L with M and a bridge directly connects L with O, then which one of the following must be true?

- A bridge directly connects J with M.
- A bridge directly connects K with M.
- A bridge directly connects K with O.
- There are exactly two bridges directly connecting L with other islands.
- There are exactly two bridges directly connecting M with other islands.

- If no island that is directly connected by bridge with M is also directly connected by bridge with O, then there must be a bridge directly connecting

- J with L
- J with M
- K with O
- L with M
- L with O

- CAT Logical Reasoning Set 01 [Circular Arrangement]
- CAT Logical Reasoning Set 02 [Tabular Arrangement]
- CAT Logical Reasoning Set 03 [Linear Arrangement]
- CAT Logical Reasoning Set 04 [Tabular Arrangement]
- CAT Logical Reasoning Set 05 [Linear Arrangement]
- CAT Logical Reasoning Set 06 [Linear Arrangement]
- CAT Logical Reasoning Set 07 [Linear Arrangement]
- CAT Logical Reasoning Set 08 [Complex Arrangement]
- CAT Logical Reasoning Set 09 [Complex Arrangement]
- CAT Logical Reasoning Set 010 [Linear Arrangement]
- CAT Logical Reasoning Set 011 [Tabular Arrangement]
- CAT Logical Reasoning Set 012 [Complex Arrangement]
- CAT Logical Reasoning Set 013 [Linear Arrangement]
- CAT Logical Reasoning Set 014 [Complex Arrangement]
- CAT Logical Reasoning Set 015 [Tabular Arrangement]
- CAT Logical Reasoning Set 016 [Miscellaneous]
- CAT Logical Reasoning Set 017 [Complex Arrangement]
- CAT Logical Reasoning Set 018 [Tabular Arrangement]
- CAT Logical Reasoning Set 019 [Conditional]
- CAT Logical Reasoning Set 020 [Tabular Arrangement]
- CAT Logical Reasoning Set 021 [Complex Arrangement]
- CAT Logical Reasoning Set 022 [Complex Arrangement]
- CAT Logical Reasoning Set 023 [Circular Arrangement]
- CAT Logical Reasoning Set 024 [Miscellaneous]
- CAT Logical Reasoning Set 025 [Linear Arrangement]
- CAT Logical Reasoning Set 026 [Tabular Arrangement]
- CAT Logical Reasoning Set 027 [Complex Arrangement]
- CAT Logical Reasoning Set 028 [Tabular Arrangement]
- CAT Logical Reasoning Set 029 [Linear Arrangement]
- CAT Logical Reasoning Set 030 [Circular Arrangement]
- CAT Logical Reasoning Set 031 [Complex Arrangement]
- CAT Logical Reasoning Set 032 [Complex Arrangement]