EASY
UGC NET Paper 1
IMPORTANT
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Find the number of different arrangements of the letters of the word BANANA?

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Important Questions on Numerical Ability

MEDIUM
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 10
There are 3 copies each of 4 different books. In how many ways can they be arranged on a sheet?
MEDIUM
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 11
How many different words can be formed with the letters of the word VICE-CHANCELLOR so that vowels are together?
MEDIUM
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 12
4 married couples and 1 single woman went to play tennis while vacationing in a resort. How many different mixed doubles tennis match can be organised if no man is willing to play if his participating in the same match? (In the mixed double tennis match, each of the two team consists of one male and one female player).
EASY
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 13
A license plate has 3 letters and 3 digits in that order. A witness to a hit and run accident saw the first 2 letters and the last digit. If the letters and digit can be repeated, how many license plate must be checked by the police to find the culprit?
MEDIUM
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 14
Mamta rolls an ordinary six-sided die repeatedly, keeping track of each number as she rolls, and stopping as soon as any number is rolled for the fifth time. If Mamta stops after her ninth role, and the sum of these numbers she has rolled is 20, then how many combination of numbers could she have rolled?
EASY
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 15
How many diagonals are there in a hexagon?
MEDIUM
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 16
There are 6 gentlemen and 4 women to dine at a round table. In how many ways can they seat so that no 2 women are together?
MEDIUM
UGC NET Paper 1
IMPORTANT
General Aptitude (Theory and Practice)>Chapter 1 - Numerical Ability>Practice set>Q 17
Suppose there are socks of N different colours in a box. If you take out one sock at a time, what is the maximum number of socks that you have to take out before a matching pair is found? Assume that N is an even number.