List of top Questions asked in MET

A person who lives alone and avoids other people.

Explicit undertaking to do something.

FORBIDDEN

AMENABLE

ABORIGINAL

ACQUIT

DILETTANTE

ENIGMA

FOSTER

PRUNE

RADIANT

CONFORM

\((\sim p \wedge q)\) is logically equivalent to

If \((G,*)\) is a group such that \((a*b)^2 = (a*a)*(b*b)\) for all \(a,b \in G\) then \(G\) is

If all edges are directed in a graph then it is called as

\(a,b,c\) 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. \(a + b = c\)

A graph which has no edges or nodes is known as

\((p \wedge \neg q) \wedge (\neg p \wedge q)\) is

Find the greatest value of \(xyz\) for positive values of \(x,y,z\) subject to the condition \(xy + yz + zx = 12\)

If \(G\) is an abelian group then for all \(a,b \in G\), \(b^{-1} * a^{-1} * b * a\) is equal to

\(\log_2(9 - 2^x) = 10^{\log(3-x)}\) solve for \(x\)

In an equilateral triangle, the in-radius, circum-radius and one of the ex-radii are in the ratio

3 numbers are in GP therefore, their logarithms are in

\(G\) is a set of all rational numbers except \(-1\) and \(*\) is defined by \(a*b = a + b + ab\) for all \(a,b \in G\). In the group \((G,*)\) the solution of \(2^{-1} * x * 3^{-1} = 5\) is

In a triangle, the length of the two larger sides are 24 and 22, respectively. If the angles are in AP, then the third side is