CUET UG GAT 2026 – MCQs with Step-by-Step Solutions
Most Expected GAT MCQs with Step-by-Step Solutions for CUET UG 2026 Preparation are carefully designed for CUET UG General Test (GAT) 2026 aspirants. Regular practice of such logical reasoning problems helps students improve calculation speed, accuracy, and confidence in the exam.
Expected GAT MCQs below are exam-oriented, and based on the latest CUET pattern, making them ideal for daily practice on cuetnow.com.
Q 4583) Two statements are given followed by four conclusions I, II, III and IV. You have to consider the statements to be true even if they seem to be at variance from commonly known facts. You have to decide which of the given conclusions can definitely be drawn from the given statements:
Statements:
(A) No cat is a chair
(B) All chairs are tables
Conclusions:
I. Some tables are chairs
II. Some tables are cats
III. Some chairs are cats
IV. No table is a cat
(1) Only conclusion I follows
(2) Either conclusion II or III follows
(3) Both conclusion I and II follow
(4) Neither conclusion III nor conclusion IV follows
Answer: (3) Both conclusion I and II follow
Solution:
Q 4584) If the 3rd of a month falls on Sunday, what day will the 30th of that month be?
(A) Monday
(B) Tuesday
(C) Friday
(D) Saturday
Answer: (D) Saturday
Solution:
According to the question 3rd of the month is Sunday
Therefore, 10th, 17th, 24th, and 31st will also be Sunday
Therefore, 30th will be Saturday.
Q 4585) A watch reads 7.15. If the minute hand points South West, then in which direction will the hour hand point?
(A) East
(B) South West
(C) North
(D) North West
Answer: (A) East
Solution:
Q 4586) If 50 minutes ago, it was 45 minutes past 5’0 clock, how many minutes is it until 7’0 clock?
(A) 15 minutes
(B) 25 minutes
(C) 35 minutes
(D) 45 minutes
Answer: (B) 25 minutes
Solution:
Time at present = 5 : 45 + 0 : 50 = 6 : 35
Minutes until six’ O clock = 7 : 00 – 6 : 35 = 0 : 25 = 25 minutes.
Q 4587) Atul was born on 29th February. He celebrated his birthday falling on exactly 29th February 2024 for the fourth time. In which year he was born?
(A) 2006
(B) 2008
(C) 2010
(D) 2012
Answer: (B) 2008
Solution:
Atul was born in a leap year. He celebrated his birth day for the third time in 2020, second time in 2016 and first time in 2012.
Therefore, he was born in the year 2008.
Q 4588) In 5 years, Rs. 8,000 amounts to Rs. 12,000. In what time at the same rate will Rs. 800 amount to Rs. 1,000?
(A) 2 years
(B) 2.5 years
(C) 3 years
(D) 3.5 years
Answer: (B) 2.5 years
Solution:
Step First:
Simple Interest on Rs. 8,000 = Rs. (12,000 – 8,000) = Rs. 4,000
Rate of interest = Simple Interest x 100 / Principal x Time = 4,000 x 100 / 8,000 x 5 = 10%
Step Second:
SI= Rs. (1,000 – 800) = Rs. 200
Time = SI x 100 / Principal x Rate = 200 x 100 / 800 x 10 = 2.5 years
Q 4589) If a train 160 m long crosses a pole in 10 seconds, then what is the speed of the train in km per hr?
(A) 52.6 km/hr
(B) 54.6 km/hr
(C) 57.6 km/hr
(D) 59.6 km/hr
Answer: (C) 57.6 km/hr
Solution:
Speed = Distance / Time = 160m / 10sec = 16meter/sec
Rule: meter/second x 3.6 = km/h
16 x 3.6 = 57.6 km/hr
Q 4590) If 2 March 2023 was Thursday, then what day was 2 March 2024?
(A) Friday
(B) Saturday
(C) Sunday
(D) Monday
Answer: (B) Saturday
Solution:
2024 is leap year
Leap year = 2 odd days
Thursday + 2
Saturday
Q 4591) Which of the following years is a leap year?
(A) 1700
(B) 1800
(C) 2000
(D) 2100
Answer: (C) 2000
Solution:
Leap year rule:
Divisible by 4
BUT century year must be divisible by 400
2000 ÷ 400
= divisible
So leap year
Correct Answer: (C) 2000
Conclusion
Most Expected GAT MCQs with Step-by-Step Solutions for CUET UG 2026 Preparation is one of the most scoring topics in CUET UG GAT reasoning. By practice these MCQs, students can solve questions much faster and with better accuracy. Regular
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Vimal Kumar Tulsyan is the Founder of CUET NOW, an educational platform focused on CUET UG preparation. He has more than 10 years of teaching experience in Reasoning and General Aptitude.
His mission is to make CUET preparation simple, reliable, and accessible for every student.
