Logical Reasoning Questions for NATA with Answers and Solutions 2025

Logical reasoning is a crucial part of the NATA Exam Pattern as it makes up most of the questions in the NATA exam paper.

In NATA, the logical reasoning part aims to test the ability to recognize patterns, sequences, or relationships between shapes and imagery.

To ease your preparation, we have provided some of the essential logical reasoning questions for NATA Entrance Exam 2025 to help you understand this topic better. 

This article will walk you through the important concepts and practice questions of logical reasoning questions for NATA.

Download Free Study Material for NATA by Creative Edge

Logical Reasoning Questions for NATA 2025

The logical reasoning section is an integral part of the NATA exam, and it contains different reasoning questions intended to judge your analytical and logical reasoning skills.

The NATA logical reasoning questions can be 

• Verbal 
• Non-verbal

The concepts and problems are expressed in words in verbal logical reasoning questions.

Important Logical Reasoning Questions for NATA 2025

We have provided a few sample questions for your reference here to help you understand the type of questions asked from logical reasoning as per the NATA Syllabus.

These questions are curated from the previous year's questions papers for NATA. Practising these questions regularly will help you perform well in the upcoming NATA 2025 exam.

Question. A number of children are standing evenly spaced around a circle. The third child is directly opposite the 28th child. How many children are there altogether?
a. 48
b. 50
c. 54
d. 56

Answer: b. 50.

Solution: The third child is 25 positions away from the 28th child, so the total number of children is 2×25=502 \times 25 = 502×25=50.

Question. A slid cube, 8 inches x 8 inches, is painted red on all the faces. The cube is then sliced into smaller equal-sized cubes of 1-inch x 1-inch x 1 inch. How many of these small cubes will have exactly two red faces?

Answer: 72.

Find: How to Prepare for NATA in 15 Days

Solution: There are 12 edges, with 6 cubes on each edge having 2 red faces, so the total is 12×6=7212 \times 6 = 7212×6=72.

Question. In the given number series: 12, 24, 21, 42, 39, 78.....which number would come next?

The given series alternates between multiplying by 2 and subtracting 3:

1. 12×2=2412 \times 2 = 2412×2=24
2. 24−3=2124 - 3 = 2124−3=21
3. 21×2=4221 \times 2 = 4221×2=42
4. 42−3=3942 - 3 = 3942−3=39
5. 39×2=7839 \times 2 = 7839×2=78

So, the next step is 78−3=7578 - 3 = 7578−3=75.

Answer: 75.

Read more: Best Architecture Colleges in India

Question. A cylinder 15 cm long has a circumference of 4 cm. A string makes exactly 5 turns around the cylinder while its two ends touch the cylinder's top and bottom. How long is the string?

Solution:

The string wraps around the cylinder 5 times, and each complete turn corresponds to the cylinder's circumference (4 cm). The total horizontal distance traveled by the string is:

5×4=20 cm5 \times 4 = 20 \, \text{cm}5×4=20cm

Now, the string forms a diagonal in a right triangle, where:

• The base is the total horizontal distance (20 cm).
• The height is the length of the cylinder (15 cm).

Using the Pythagorean theorem to find the string's length (the hypotenuse):

Length of the string=(20)2+(15)2=400+225=625=25 cm\text{Length of the string} = \sqrt{(20)^2 + (15)^2} = \sqrt{400 + 225} = \sqrt{625} = 25 \, \text{cm}Length of the string=(20)2+(15)2​=400+225​=625​=25cm

Answer: 25 cm.

Attempt Free NATA Mock tests by CreativEdge

Question. A building of 25 meters casts a shadow 15 meters long on the ground. What will be the length of the shadow cast by a building 40 meters tall?

a. 20 meters
b. 24 meters
c. 26 meters
d. 30 meters

Solution:

We can solve this using the concept of proportionality. Since the height of the building and the length of the shadow are directly proportional, we set up the proportion:

height of first buildinglength of first shadow=height of second buildinglength of second shadow\frac{\text{height of first building}}{\text{length of first shadow}} = \frac{\text{height of second building}}{\text{length of second shadow}}length of first shadowheight of first building​=length of second shadowheight of second building​

Substitute the given values:

2515=40x\frac{25}{15} = \frac{40}{x}1525​=x40​

Now, solve for xxx (the length of the second shadow):

x=40×1525=60025=24 metersx = \frac{40 \times 15}{25} = \frac{600}{25} = 24 \, \text{meters}x=2540×15​=25600​=24meters

Answer: b. 24 meters.

Question.  A forest lies between two parts of a city. How many unique routes are there to go from the west side to point A in the east without retracing any portion of the route?

To excel in the NATA Exam, mastering logical reasoning is crucial. We have compiled a comprehensive collection of previous year questions specifically for the NATA Entrance Exam 2025. These practice questions will enhance your analytical and logical reasoning skills, giving you an edge on exam day. Download the Free Study Material for NATA Exam 2025 from Creative Edge for additional resources. Prepare diligently and good luck on your NATA journey!

Check: NATA Question Paper PDF

Enroll in CreativEdges NATA Online Coaching

Did You Know: Logical reasoning questions in the NATA exam involve a wide range of topics, including deductive and inductive reasoning, syllogisms, and logical puzzles. These questions measure your ability to analyse information, make logical deductions, and recognise patterns and correlations.

Check: NATA Admit Card Link here