Analytical Reasoning

Online Analytical Reasoning MCQs Tests

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Taking online analytical reasoning MCQS tests is one of the best ways to prepare for the analytical reasoning tests. One of the best ways to prepare for an analytical reasoning test is to take an online practice test. These online practice tests give the candidates a real exam experience as closely as possible. Students become familiar with the syllabus and test patterns. Moreover they develop the skills to solve analytical reasoning questions. These tests help the students to diagnose their strength and weaknesses in analytical reasoning type questions.

Question No-7

A teacher asked the class to draw a diagrams of four shapes namely, rectangle, Square, Circle and Triangle in a single class that has the following restrictions.

  1. Rectangle has priority over square.
  2. Circle has priority over triangle.
  3. If one shape has priority over another the shape with priority must be drawn earlier than the other.

Q. No-1: Each of the following is a possible sequence in which four shapes could be drawn EXCEPT:

a. C, R, T, S

b. R, S, C, T

c. R, C, S, T

d. C, S, R, T

Q. No-2: If each of the shapes takes equally long to draw. It must be true that:

a. R is drawn before T

b. S is drawn before C

c. C is drawn before S

d. C is drawn before T

Q. No-3: There would be exactly one order in which the four shapes would have to be drawn if it were determined that:

a. R has priority over C

b. T has priority over S

c. C has priority over S

d. T has priority over R

Answer Key:

  1. D
  2. D
  3. D
Watch Solution on YouTube
Explanation of Each Question

Question-1: Which of the following sequences is NOT possible?

Option (A): C, R, T, S

  1. Circle is drawn before Triangle (C before T)
  2. Rectangle is drawn before Square (R before S)
    This sequence follows both priority rules, so it’s valid.

Option (B): R, S, C, T

  1. Rectangle is drawn before Square (R before S) 
  2. Circle is drawn before Triangle (C before T) 
    This sequence follows both priority rules, so it’s valid.

Option (C): R, C, S, T

  1. Rectangle is drawn before Square (R before S) 
  2. Circle is drawn before Triangle (C before T) 
    This sequence also follows the rules, so it’s valid.

Option (D): C, S, R, T

  1. Circle is drawn before Rectangle (C before R), which violates the rules because R should come before S.
  2. This sequence breaks the rule of rectangle having priority over square. Therefore, Option D is NOT a possible sequence.

Correct Answer: D

Question-2: If all shapes take the same time to draw, which of the following must be true?

Option (A): R is drawn before T

  1. The rules don’t specify any direct relationship between R and T. There is no requirement that Rectangle must be drawn before Triangle.
    This statement is NOT necessarily true.

Option (B): S is drawn before C

  1. There’s no rule that says Square must be drawn before Circle. In fact, Circle could be drawn before Square without breaking any rules.
    This statement is NOT necessarily true.

Option (C): C is drawn before S

  1. The rules don’t specify a direct priority between Circle and Square. The priority is only between R and S, and between C and T. Therefore, Circle does not have to be drawn before Square.
    This statement is NOT necessarily true.

Option (D): C is drawn before T

  1. This follows the given rule that Circle has priority over Triangle, so Circle must always be drawn before Triangle.
    This statement is TRUE.

Correct Answer: D

Question-3: Which statement would determine exactly one order for drawing the shapes?

Option (A): R has priority over C

  1. This introduces a new rule that Rectangle must be drawn before Circle, but there are still multiple possible orders for the other shapes. This does not determine exactly one order.
    This condition does NOT lead to a unique order.

Option (B): T has priority over S

  1. This introduces a new rule that Triangle must be drawn before Square, but again, this leaves multiple possible orders for the other shapes.
    This condition does NOT lead to a unique order.

Option (C): C has priority over S

  1. Adding the rule that Circle must be drawn before Square still leaves multiple valid sequences, so this condition does not create a unique order.
    This condition does NOT lead to a unique order.

Option (D): T has priority over R

  1. Now, we have the following priorities:
  2. Circle before Triangle (C before T)
  3. Rectangle before Square (R before S)
  4. Triangle before Rectangle (T before R)
    These conditions create a specific order: C must be drawn first, then T, followed by R, and finally S.
    This condition DOES lead to exactly one order.

Correct Answer: D

Analytical Reasoning

LSAT Analytical Reasoning Questions and Answers

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LSAT Analytical Reasoning questions require a critical approach to solve the riddle like questions. These questions test the analytical reasoning ability of the students to make logical conclusions. This portion is quite different from the other portions in the test. It requires a lot of practice and skill to solve the maze type questions.

Question No-8

LSAT Analytical Reasoning Question

Six cupboards, cupboard U, cupboard V, cupboard W, cupboard X, cupboard Y and cupboard Z are being placed in hotel rooms. Each of which can accommodated 2 cupboards and no more than two. Each cupboard must be placed in exactly one room and must be placed in that room either alone or else together with one other six cupboards. Enough rooms are available to permit any possible assignments of cupboards to rooms but the following restrictions must be observed.

  1. Cupboard V cannot be placed in a room with Cupboard W
  2. Cupboard W cannot be placed in a room with Cupboard X.
  3. Cupboard Y and Cupboard Z must be placed in a room together.

Q. No-1: Which of the following pairs of cupboards can be placed in one room together?

a. Cupboard U & Z

b. Cupboard W & X

c. Cupboard Y & V

d. Cupboard U & X

Q. No-2: If a cupboard is placed in a room alone, which of the following must be true?

a. Cupboard V is placed in room alone.

b. The cupboard occupies either 3 or 6 rooms.

c. None other than W is placed alone in a room.

d. The cupboard occupies either 4 or 5 rooms.

Q. No-3: If cupboards Y and Z are the only cupboards placed in a room, how many rooms are the minimum that can accommodate the cupboards?

a. 2

b. 3

c. 4

d. 5

Answer Key:

  1. D
  2. D
  3. B
Watch Solution on YouTube
Explanation of Each Question

Question 1: “Which of the following pairs of cupboards can be placed in one room together?”

Answer Key: D. Cupboard U and X

Explanation:

We need to check each pair against the restrictions:

a. Cupboard U and Z:
This option violates the rule that Y and Z must be placed together, so U and Z cannot be in the same room without Y.

b. Cupboard W and X:
This is not allowed because the rule specifically states W cannot be placed with X.

c. Cupboard Y and V:
This pairing is possible, but it doesn’t have to happen. More importantly, it’s not the only possible correct pair.

d. Cupboard U and X:
There is no rule preventing U and X from being placed together in a room. Therefore, this pair is allowed. D is correct because no rules are violated.

Thus, D is the correct answer.

Question 2: “If a cupboard is placed in a room alone, which of the following must be true?”

Answer Key: D. The cupboard occupies either 4 or 5 rooms.

Explanation:

Let’s consider how many rooms are required based on the rules:

Y and Z must be placed together, which takes one room.

The other cupboards (U, V, W, and X) either have to be placed alone or with another cupboard, following the restrictions.

Now, check each option:

a. Cupboard V is placed in a room alone:
This is not necessarily true. V can be paired with other cupboards, as long as it’s not paired with W.

b. The cupboard occupies either 3 or 6 rooms:
This is incorrect because at least 4 rooms will be needed. The minimum number of rooms is 4.

c. None other than W is placed alone in a room:
This is incorrect because it’s possible for other cupboards to be placed alone as well.

d. The cupboard occupies either 4 or 5 rooms:
This is correct. In the best case, you could use 4 rooms: Y and Z together in one room, and the remaining cupboards (U, V, W, X) in the other three rooms, either alone or in pairs. In the worst case, 5 rooms might be needed if some cupboards must be placed alone due to restrictions.

Answer Key: B. 3 rooms

Explanation:

  1. Since Y and Z must be placed together, that takes up one room. The remaining cupboards (U, V, W, X) need to be placed in the remaining rooms, and we need to minimize the number of rooms while still following the restrictions.
  2. V and W cannot be placed together, so they need separate rooms.
  3. W and X cannot be placed together, so they also need separate rooms.

Let’s count:

  1. Y and Z in one room (1 room).
  2. V cannot be with W, so V must be in a separate room (2 rooms).
  3. W cannot be with X, so W and X must go in different rooms (3 rooms total).
  4. Thus, the minimum number of rooms is 3, making B the correct answer.