Direction (1-5): In the following questions assuming the given statements to be true, find which of the conclusion among given five conclusions is/are definitely true and then give your answers accordingly.

1.
Statement:
F≤ D=E< G; E≤ R< S.
Conclusion:
I. F< G
II. D >S

Ans: 1
Statement:
F≤ D=E< G
F≤ D=E≤ R< S
Conclusion:
I. F< G —> True
II. D >S —> False

2.
Statement:
H=J ≥M >O≤ P;M≤ K< D
Conclusion:
I. O >D
II. K< H

Ans: 5
Statement:
H =J ≥M >O≤ P;M≤ K< D
H =J ≥M≤ K< D
O<M≤K<D
Conclusion:
I. O >D —> False
II. K< H —> False

3.
Statement:
X<Z< P≤ B< C=D >H
Conclusion:
I. P≤ D
II. B >X

Ans: 2
Statement:
X< Z< P≤ B< C=D >H
Conclusion:
I. P≤  D—> False
II. B >X —> True

4.
Statement:
K≤ O ≥P ≤R; P >S ≥T=W.
Conclusion:
I. O >T
II. W< O

Ans: 3
Statement:
K≤ O ≥P≤ R; P>S ≥T=W
Conclusion:
I. O >T —> True
II. W< O —> True

5.
Statement:
S≤ T< M; M ≥N ≥O=Z.
Conclusion:
I. Z< M
II. Z=M

Ans: 4
Statement:
S≤ T< M ≥N ≥O=Z
Conclusion:
Z≤ M—> Either i or ii is True

Directions(6-10): In the questions below, relationship between different elements is shown in the statements. The statements are followed by two conclusions.
In the following questions the symbols +, *, -, % and & are used with the following meanings:
A + B means A is neither smaller than nor equal to B
A * B means A is neither greater than nor equal to B
A – B means A is neither smaller than nor greater to B
A % B means A is not greater than B
A & B means A is not smaller than B

6.
Statements:
L&P%R; P*C&X; A-M*R
Conclusions:
I. L*X
II. X+P

Ans: 4
L≥P≤R>M=A, P<C≥X
L<X not follows
X>P not follows

7.
Statements:
H%J%E*T+U; D&T; M&V+J
Conclusions:
I. H*T
II. M-E

Ans: 1
H≤J≤E<T>U, T≤D, J<V≤M
H<T follows
M=E not follows

8.
Statements:
C-X*D; X%O%M; D%W+A
Conclusions:|
I. X*W
II. C%M

Ans: 5
C=X<D≤W>A, X≤O≤M
X<W follows
C≤M follows

9.
Statements:
R%C%P-W+G; R+T; C*O-V
Conclusions:
I. G & T
II. T + V

Ans: 4
R≤C≤P=W>G, R>T, C<O=V
G≥T not follows
T>V not follows

10.
Statements:
D+G%J-M+X; G*S*U; M*R%T
Conclusions:
I. T*U
II. G*T

Ans: 2
D>G≤J=M>X, G<S<U, M<R≤T
T<U not follows
G<T follow

8 thoughts on “Inequality”

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