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MET 2013
List of top Questions asked in MET- 2013
(P) it becomes difficult
(Q) satisfying our desire
(R) but once we set about
(S) if not impossible to restrain them
MET - 2013
MET
English
Para Jumbles
A person interested in reading books and nothing else.
MET - 2013
MET
English
One Word Substitution
(P) took place
(Q) when militants opened fire on BSF men
(R) the encounter lasting over two hours
(S) in the town around 8.30 am
MET - 2013
MET
English
Para Jumbles
A book or picture produced merely to bring in money.
MET - 2013
MET
English
One Word Substitution
They are plant eaters
(P) and various kinds of vegetation
(Q) browsing on grass
(R) and consume
(S) vast quantities of pasture
MET - 2013
MET
English
Para Jumbles
Murder of a king.
MET - 2013
MET
English
One Word Substitution
Explicit undertaking to do something.
MET - 2013
MET
English
One Word Substitution
A person who lives alone and avoids other people.
MET - 2013
MET
English
One Word Substitution
ABORIGINAL
MET - 2013
MET
English
Antonyms
ACQUIT
MET - 2013
MET
English
Antonyms
AMENABLE
MET - 2013
MET
English
Antonyms
FORBIDDEN
MET - 2013
MET
English
Antonyms
PRUNE
MET - 2013
MET
English
Synonyms
RADIANT
MET - 2013
MET
English
Synonyms
DILETTANTE
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MET
English
Synonyms
FOSTER
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MET
English
Synonyms
CONFORM
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MET
English
Antonyms
ENIGMA
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MET
English
Synonyms
\((\sim p \wedge q)\) is logically equivalent to
MET - 2013
MET
Mathematics
Differential equations
If \((G,*)\) is a group such that \((a*b)^2 = (a*a)*(b*b)\) for all \(a,b \in G\) then \(G\) is
MET - 2013
MET
Mathematics
sequences
If all edges are directed in a graph then it is called as
MET - 2013
MET
Mathematics
Number Theory
\((p \wedge \neg q) \wedge (\neg p \wedge q)\) is
MET - 2013
MET
Mathematics
Number Theory
A graph which has no edges or nodes is known as
MET - 2013
MET
Mathematics
geometric progression
Find the greatest value of \(xyz\) for positive values of \(x,y,z\) subject to the condition \(xy + yz + zx = 12\)
MET - 2013
MET
Mathematics
mathematical reasoning
\(a,b,c\) are prime numbers, \(x\) is an even number, \(y\) is an odd number. Which of the following is/are never true? I. \(a + x = b\) II. \(b + y = c\) III. \(ab = c\) IV. \(a + b = c\)
MET - 2013
MET
Mathematics
implications
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