LSAT Logical Reasoning Practice Test 2026

Last Updated on February 15, 2026

Law School Admission Test (LSAT) Logical Reasoning Practice Test 2026 Free Law School Admission Council (LSAC) PDF Standard Question Answers Practice Test for admission into the law school admission process in the United States and Canada. The following practice test is also helpful for the 2024 LSAT Flex.

LSAT Logical Reasoning Practice Test 2026

Prepare effectively with our comprehensive LSAT Logical Reasoning Practice Test 2025. This test enhances your critical thinking and analytical abilities, which are key components of the LSAT Logical Reasoning section. With a variety of challenging questions, our practice test will help you master the skills needed to excel on the actual exam.

Whether you’re a first-time test taker or looking to improve your previous score, our LSAT Logical Reasoning Practice Test 2024 is an essential tool for your preparation. Get ready to master the logical reasoning section and achieve your highest potential on the LSAT.

7

LSAT Logical Reasoning Practice Test

LSAT Logical Reasoning Practice Test
SECTION II
Total Items: 24
Time Limit: 35 Minutes
Free Test  - No Registration is Required

 

1 / 24

Directions: In this section, you will be given groups of questions based on different conditions. Drawing a simple diagram may help answer some of the questions. You are to choose the best answer and mark the corresponding,

Questions 1–6

The Bell Canyon Condominium is a four-story
building with a single penthouse apartment on the
fourth floor. There are two apartments on each of
the three other floors. The apartments are owned
by A, B, C, D, E, F, and G.

A’s apartment is on one of the floors higher than B’s.
C’s apartment is on one of the floors lower than D’s.
C’s apartment is on one of the floors lower than E’s.
F and G’s apartments are on the same floor.

Question: 1

  • Which one of the following could be the owner of the penthouse?

2 / 24

Directions: In this section, you will be given groups of questions based on different conditions. Drawing a simple diagram may help answer some of the questions. You are to choose the best answer and mark the corresponding,

Questions 1–6

The Bell Canyon Condominium is a four-story
building with a single penthouse apartment on the
fourth floor. There are two apartments on each of
the three other floors. The apartments are owned
by A, B, C, D, E, F, and G.

A’s apartment is on one of the floors higher than B’s.
C’s apartment is on one of the floors lower than D’s.
C’s apartment is on one of the floors lower than E’s.
F and G’s apartments are on the same floor.

Question: 2

  • If F’s apartment is on the second floor, which one of the following must be true?

3 / 24

Directions: In this section, you will be given groups of questions based on different conditions. Drawing a simple diagram may help answer some of the questions. You are to choose the best answer and mark the corresponding,

Questions 1–6

The Bell Canyon Condominium is a four-story
building with a single penthouse apartment on the
fourth floor. There are two apartments on each of
the three other floors. The apartments are owned
by A, B, C, D, E, F, and G.

A’s apartment is on one of the floors higher than B’s.
C’s apartment is on one of the floors lower than D’s.
C’s apartment is on one of the floors lower than E’s.
F and G’s apartments are on the same floor.

Question: 3

  • If D owns the penthouse apartment, on which floor or floors could G’s apartment be located?

4 / 24

Directions: In this section, you will be given groups of questions based on different conditions. Drawing a simple diagram may help answer some of the questions. You are to choose the best answer and mark the corresponding,

Questions 1–6

The Bell Canyon Condominium is a four-story
building with a single penthouse apartment on the
fourth floor. There are two apartments on each of
the three other floors. The apartments are owned
by A, B, C, D, E, F, and G.

A’s apartment is on one of the floors higher than B’s.
C’s apartment is on one of the floors lower than D’s.
C’s apartment is on one of the floors lower than E’s.
F and G’s apartments are on the same floor.

Question: 4

  • If D’s and E’s apartments are on the same floor, which one of the following must be true?

5 / 24

Directions: In this section, you will be given groups of questions based on different conditions. Drawing a simple diagram may help answer some of the questions. You are to choose the best answer and mark the corresponding,

Questions 1–6

The Bell Canyon Condominium is a four-story
building with a single penthouse apartment on the
fourth floor. There are two apartments on each of
the three other floors. The apartments are owned
by A, B, C, D, E, F, and G.

A’s apartment is on one of the floors higher than B’s.
C’s apartment is on one of the floors lower than D’s.
C’s apartment is on one of the floors lower than E’s.
F and G’s apartments are on the same floor.

Question: 5

  • If C’s apartment is on the first floor, and A is the owner of the penthouse, which one of the following must be true?

6 / 24

Directions: In this section, you will be given groups of questions based on different conditions. Drawing a simple diagram may help answer some of the questions. You are to choose the best answer and mark the corresponding,

Questions 1–6

The Bell Canyon Condominium is a four-story
building with a single penthouse apartment on the
fourth floor. There are two apartments on each of
the three other floors. The apartments are owned
by A, B, C, D, E, F, and G.

A’s apartment is on one of the floors higher than B’s.
C’s apartment is on one of the floors lower than D’s.
C’s apartment is on one of the floors lower than E’s.
F and G’s apartments are on the same floor.

Question: 6

  • Which one of the following is possible?

7 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 7

  • If Elliott is female, and Axelrod plays in an earlier round than Carlton, then which one of the following must be true?

8 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 8

  • If Fellows plays in round 2, then which one of the following players could play in the round immediately following Dexter’s round and be the same gender as Dexter?

9 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 9

  • Which one of the following is a complete and accurate list of the players, any one of whom could be female and playing in round 3?

10 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 10

  • If Fellows plays in round 2, then which of the following could be two of the three female players?

11 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 11

  • If Carlton is the same gender as Axelrod and plays in the round immediately following Axelrod’s round, then which one of the following must be true?

12 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 12

  • Which one of the following could be an accurate list of the male and female players listed in the round in which they will play?+

13 / 24

Questions 7–13

The last names of six card players are: Axelrod,
Benton, Carlton, Dexter, Elliott, and Fellows.
Three of the card players are male, and three are
female. The six card players have formed three
teams of two players each, comprising one female
and one male. In an upcoming tournament, each
team will play in one of exactly three rounds; first
(earliest), second, and third (latest). The following
conditions will apply for team composition and
round of play:

Elliott will not play in the first or third rounds.
Dexter will not play in a later round than
Axelrod.

 Fellows, who is female, will play in a later
round than Carlton, who is male.

Question: 12

  • If Benton and Dexter are on the same team, then which one of the following statements must be true?

14 / 24

Questions 14–19

A homeowner has purchased six paintings, one
each from six local artists. The artists’ first names
are Diego, Frank, Glenda, Rich, Tina, and
Yolanda. The six paintings will be positioned in
a straight row, numbered left to right as one
through six. The following restrictions will apply:
Rich’s painting is positioned to the right of

Tina’s painting.
Glenda’s painting is positioned to the left of
Tina’s painting.
Tina’s painting is positioned to the right of
Frank’s painting.
Diego’s painting is positioned to the left of both
Frank’s painting and Yolanda’s painting.

Question 14:

  • If Glenda’s painting is hanging in position 4, then each of the following could be true EXCEPT:

15 / 24

Questions 14–19

A homeowner has purchased six paintings, one
each from six local artists. The artists’ first names
are Diego, Frank, Glenda, Rich, Tina, and
Yolanda. The six paintings will be positioned in
a straight row, numbered left to right as one
through six. The following restrictions will apply:
Rich’s painting is positioned to the right of

Tina’s painting.
Glenda’s painting is positioned to the left of
Tina’s painting.
Tina’s painting is positioned to the right of
Frank’s painting.
Diego’s painting is positioned to the left of both
Frank’s painting and Yolanda’s painting.

Question 15:

  • What is the maximum number of paintings that can be placed between Glenda’s painting and Yolanda’s painting?

16 / 24

Questions 14–19

A homeowner has purchased six paintings, one
each from six local artists. The artists’ first names
are Diego, Frank, Glenda, Rich, Tina, and
Yolanda. The six paintings will be positioned in
a straight row, numbered left to right as one
through six. The following restrictions will apply:
Rich’s painting is positioned to the right of

Tina’s painting.
Glenda’s painting is positioned to the left of
Tina’s painting.
Tina’s painting is positioned to the right of
Frank’s painting.
Diego’s painting is positioned to the left of both
Frank’s painting and Yolanda’s painting.

Question: 16

  • If Frank’s painting is in position 2, then which one of the following must be true?

17 / 24

Questions 14–19

A homeowner has purchased six paintings, one
each from six local artists. The artists’ first names
are Diego, Frank, Glenda, Rich, Tina, and
Yolanda. The six paintings will be positioned in
a straight row, numbered left to right as one
through six. The following restrictions will apply:
Rich’s painting is positioned to the right of

Tina’s painting.
Glenda’s painting is positioned to the left of
Tina’s painting.
Tina’s painting is positioned to the right of
Frank’s painting.
Diego’s painting is positioned to the left of both
Frank’s painting and Yolanda’s painting.

Question: 17

  • If Yolanda’s painting is hanging to the left of Frank’s painting, then which one of the following must be true?

18 / 24

Questions 14–19

A homeowner has purchased six paintings, one
each from six local artists. The artists’ first names
are Diego, Frank, Glenda, Rich, Tina, and
Yolanda. The six paintings will be positioned in
a straight row, numbered left to right as one
through six. The following restrictions will apply:
Rich’s painting is positioned to the right of

Tina’s painting.
Glenda’s painting is positioned to the left of
Tina’s painting.
Tina’s painting is positioned to the right of
Frank’s painting.
Diego’s painting is positioned to the left of both
Frank’s painting and Yolanda’s painting.

Question: 18

  • Which one of the following conditions would not result in only one possible arrangement of the six paintings?

19 / 24

Questions 14–19

A homeowner has purchased six paintings, one
each from six local artists. The artists’ first names
are Diego, Frank, Glenda, Rich, Tina, and
Yolanda. The six paintings will be positioned in
a straight row, numbered left to right as one
through six. The following restrictions will apply:
Rich’s painting is positioned to the right of

Tina’s painting.
Glenda’s painting is positioned to the left of
Tina’s painting.
Tina’s painting is positioned to the right of
Frank’s painting.
Diego’s painting is positioned to the left of both
Frank’s painting and Yolanda’s painting.

Question: 19

  • If Glenda’s painting is hanging next to Yolanda’s painting, then how many possible arrangements are there for the six paintings?

20 / 24

Questions 20–24

Four teams (Red, Blue, Green, and Yellow)
participate in the Junior Olympics, in which there
are five events. In each event participants place
either 1st, 2nd, 3rd, or 4th. First place is awarded
a gold medal, 2nd place is awarded a silver medal,
and 3rd place is awarded a bronze medal. There
are no ties, and each team enters one contestant in
each event. All contestants finish each event.
The results of the Junior Olympics are:

No team wins gold medals in two consecutive events.
No team fails to win a medal within two consecutive events.
The Blue team wins only two medals, neither of them gold.
The Red team only wins three gold medals, and no other medals.

Question: 20

  • If the green team wins only one gold medal, then which one of the following must be true?

21 / 24

Questions 20–24

Four teams (Red, Blue, Green, and Yellow)
participate in the Junior Olympics, in which there
are five events. In each event participants place
either 1st, 2nd, 3rd, or 4th. First place is awarded
a gold medal, 2nd place is awarded a silver medal,
and 3rd place is awarded a bronze medal. There
are no ties, and each team enters one contestant in
each event. All contestants finish each event.
The results of the Junior Olympics are:

No team wins gold medals in two consecutive events.
No team fails to win a medal within two consecutive events.
The Blue team wins only two medals, neither of them gold.
The Red team only wins three gold medals, and no other medals.

Question: 21

  • Which one of the following must be true?

22 / 24

Questions 20–24

Four teams (Red, Blue, Green, and Yellow)
participate in the Junior Olympics, in which there
are five events. In each event participants place
either 1st, 2nd, 3rd, or 4th. First place is awarded
a gold medal, 2nd place is awarded a silver medal,
and 3rd place is awarded a bronze medal. There
are no ties, and each team enters one contestant in
each event. All contestants finish each event.
The results of the Junior Olympics are:

No team wins gold medals in two consecutive events.
No team fails to win a medal within two consecutive events.
The Blue team wins only two medals, neither of them gold.
The Red team only wins three gold medals, and no other medals.

Question: 22

  • If the yellow team wins five silver medals, then the green team must win

23 / 24

Questions 20–24

Four teams (Red, Blue, Green, and Yellow)
participate in the Junior Olympics, in which there
are five events. In each event participants place
either 1st, 2nd, 3rd, or 4th. First place is awarded
a gold medal, 2nd place is awarded a silver medal,
and 3rd place is awarded a bronze medal. There
are no ties, and each team enters one contestant in
each event. All contestants finish each event.
The results of the Junior Olympics are:

No team wins gold medals in two consecutive events.
No team fails to win a medal within two consecutive events.
The Blue team wins only two medals, neither of them gold.
The Red team only wins three gold medals, and no other medals.

Question: 23

  • All of the following must be true EXCEPT:

24 / 24

Questions 20–24

Four teams (Red, Blue, Green, and Yellow)
participate in the Junior Olympics, in which there
are five events. In each event participants place
either 1st, 2nd, 3rd, or 4th. First place is awarded
a gold medal, 2nd place is awarded a silver medal,
and 3rd place is awarded a bronze medal. There
are no ties, and each team enters one contestant in
each event. All contestants finish each event.
The results of the Junior Olympics are:

No team wins gold medals in two consecutive events.
No team fails to win a medal within two consecutive events.
The Blue team wins only two medals, neither of them gold.
The Red team only wins three gold medals, and no other medals.

Question: 24

  • If a fifth team, Orange, enters all events and wins only three consecutive silver medals, which one of the following must be true?

Your score is

See also: