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1
Which of the following expressions is true, if the given expression is true?
T ≤ N ≤ J = Q > F > S
J > S
J = S
J < S
J ≤ S
2
P < R ≤ S = M > N = K > L
M > P
M < P
M = P
None of these.
3
In the following statement all symbols of inequality are coded in symbol form.
P $ Q means P is greater or equal to Q.
P @ Q means p is less than or equal to Q.
P © Q means P is equal to Q.
P * Q means P is greater than Q.
P # Q means P is less than Q.
Statement :
E © F, F * G, G $ H
Conclusion :
I. E * G
II.F * H
Only I follows.
Only II follows.
Both I and II follows.
None follows.
4
The statement given below are true . Analyse the given conclusion I and II mark the appropriate option.
A B C = D E > F G = H < I
I. E > I is false
II. E > H is true
Only Conclusion I follows
Only Conclusion II follows
Both Conclusions I and II follows
Either Conclusion I of Conclusion II follows
5
Directions: Study the following information carefully and answer the questions given below: ‘A @ B’ means ‘A is neither greater than nor smaller than B.’ ‘A % B’ means ‘A is not greater than B.’ ‘A # B’ means ‘A is neither smaller than nor equal to B.’ ‘A © B’ means ‘A is not smaller than B.’ ‘A δ B’ means ‘A is neither greater than nor equal to B.’
Statements : J # K, K @ P, P δ R
Which of the following conclusion is true ?
J δ P
J # P
J © P
J % P
6
In the question below, statements are given followed by Conclusions numbered I and II. The candidate has to assume all the statements to be true even if they seem to be at variance from the commonly known facts and then decide which of the given two Conclusions logically follows from the information given in the statements and mark the option best suited.
Statements:
A > B = C ≥ D, V ≥ G ≤ H = D Conclusion:
I. A > C
II. A > D
Only I true.
Only II true.
Both I and II true.
None I and II true.
7
I. E © H
II. E * H
8
<
>
≥
9
Statements :
P # Q, Q @ R, R % S, S δ T, T © U Conclusions :
I. P # R
II. U % S
10
Which of the following symbols should be placed in the blank spaces respectively (in the same order from left to right) in order to complete the expression in such a manner than L ≥ Q and L > U hold definitely true?
V ≤ A < T = L ? W = Q > U
≤
11
Statement:
M ≥ P < H, V > T = M Conclusions:
I. V > P
II. T ≥ H
If only conclusion I is true
12
Q # L, L @ T, T δ R
Conclusions :
I. T δ Q
II. Q δ T
13
J # K, K @ P, P δ R Conclusions :
I. J # R
II. J δ R
14
I. R δ T
II. U # R
15
16
17
Z # Y, Y @ W, W δ U, U % S, S # R, R © N Conclusions :
I. U % N
II. N δ Z
18
I. S # W
II. S # N
19
I. C ≥ D
II. A > H
III. B ≥ G
IV. C < V
20
I. A > E (Can't say)
II. A = E (Can't say)