To clear UGC NET Exam, candidates must practice the most frequently appearing questions of different sections of the exam. Logical & Mathematical Reasoning section tests the candidates’ ability to think and problem solving skills. The questions asked in this question are mainly the math teasers and sometimes can be quite tricky to answer. It covers both Analytical and Mathematical Reasoning topics. So, in this Online Quiz, we have compiled the most important Logical & Mathematical Reasoning Question Bank that have maximum chances to come this year in UGC NET.
Every time start with new set of question..!!
#1. The next term in the series 2, 5, 10, 17, 26, 37,? is:
#2. A postman walked 20 m straight from his office, turned right and walked 10 m. After turning left he walked 10 m and after turning right walked 20 m. He again turned right and walked 70m. How far he is from his office?
#3. Rainfall is measured in mm. One day there was a rainfall of 4mm at Kolkata. To collect the rainwater a hemispherical glass bowl of radius 1cm was kept in an open area. How much percent of the bowl was filled up by rainwater?
#4. One day Minti started down in a lift from the 10th floor of a building at the same time as her friend Pinki started up from the ground floor in another lift. They had decided to meet in between rather than wait longer. If Minti's lift covered 3 floors by the time Pinki's covered 2 floors and if they knew it, on which floor will they meet wasting minimum time?
#5. If the proposition ‘All thieves are poor’ is false, which of the following propositions can be claimed certainly to be true?
#7. A is sister of B. F is daughter of G. C is mother of B. D is father of C. E is mother of D. A is related to D as
#8. Consider the argument given below: 'Pre - employment testing of teachers is quite fair because doctors, architects and engineers who are now employed had to face such a testing.' What type of argument it is?
#9. A party was held in which a grandmother, father, mother, four sons, their wives and one son and two daughters to each of the sons were present. The number of females present in the party is:
#10. Among the following propositions two are related in such a way that they can both be true although they cannot both be false. Which are those propositions? Select the correct code. Propositions: (a) Some priests are cunning. (b) No priest is cunning. (c) All priests are cunning. (d) Some priests are not cunning. Codes:
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