P @ Q means P is neither equal to nor smaller than Q.
P # Q means P is not smaller than Q.
P $ Q means P is neither greater than nor smaller than Q.
P ? Q means P is neither greater than nor equal to Q.
P © Q means P is not greater than Q.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
A @ B, C # D, B $ D
Conclusions:
I. A @ D II.A # C
From statements:
i. A @ B => A > B
ii. C # D => C ≥ D
iii. B $ D => B = D
Results in => A > B, = D ≤ C => A > D
From conclusions:
I. A @ D => A > D .... True.
II. A # C => A ≥ C .... can’t say
Therefore only I is true.
P @ Q means P is neither equal to nor smaller than Q.
P # Q means P is not smaller than Q.
P $ Q means P is neither greater than nor smaller than Q.
P ? Q means P is neither greater than nor equal to Q.
P © Q means P is not greater than Q.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
W $ X
X © Y
Y $ Z
Conclusions:
I. W $ Z II. W © Z
From statements:
i. W $ X => W = X
ii. X © Y = > X ≤ Y
iii. Y $ Z => Y = Z
Results in => W = X ≤ Y, Y = Z => W ≤ Z
From conclusions:
I. W $ Z = > W = Z, II. W © Z = W ≤ Z .... true, hence only II follows.
P @ Q means P is neither equal to nor smaller than Q.
P # Q means P is not smaller than Q.
P $ Q means P is neither greater than nor smaller than Q.
P ? Q means P is neither greater than nor equal to Q.
P © Q means P is not greater than Q.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
M # N
M @ O
O ? P
Conclusions:
I. N @ O II. M ? P
From statements:
i. M # N => M ≥ N
ii. M @ O => M > O
iii. O ? P => O < P
From conclusions:
I N > O => cannot say, M < P => Wrong
P @ Q means P is neither equal to nor smaller than Q.
P # Q means P is not smaller than Q.
P $ Q means P is neither greater than nor smaller than Q.
P ? Q means P is neither greater than nor equal to Q.
P © Q means P is not greater than Q.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
S @ P
P # R
P $ O
Conclusions:
I. R ? S II. S @ O
From statements:
i. S @ P => S > P
ii. P # R => P ≥ R
iii. P $ O => P = O
Results in => S > O, S > R, S > O, R ≤ O
From conclusions:
I. R ? S => R < S -- True. II. S @ O => S > O -- True
Both follows
P @ Q means P is neither equal to nor smaller than Q.
P # Q means P is not smaller than Q.
P $ Q means P is neither greater than nor smaller than Q.
P ? Q means P is neither greater than nor equal to Q.
P © Q means P is not greater than Q.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
M © N
N # O
M @ P
Conclusions:
I. O @ P II. M # O
From statements:
i. M © N = M ≤ N
ii. N # O => N ≥ O
M @ P => M > P
Results in => N > P
From conclusions:
I. O @ P => O > P wrong. II. M # O = M ≥ O -- can’t say.
Neither of the conclusions follows.
A $ B means A is neither equal to nor smaller then B.
A © B means A is not smaller than B.
A * B means A is neither greater than nor smaller than B.
A # B means A is neither greater nor equal to B.
A @ B means A is not greater than B.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
X # Y
Y * Z
Z @ A
Conclusions:
I. X @ A II. X * A
From statements:
i. X # Y => X < Y
ii. Y * Z => Y = Z
iii. Z @ A => Z ≤ A
Results in => Z > X, X < A
From conclusions:
I. X @ A => X ≤ A. II. X * A => X = A
Neither of the statements follows.
A $ B means A is neither equal to nor smaller then B.
A © B means A is not smaller than B.
A * B means A is neither greater than nor smaller than B.
A # B means A is neither greater nor equal to B.
A @ B means A is not greater than B.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
A © B
B $ C
D # C
Conclusions:
I. A $ D II. C # A
From statements:
i. A © B => A ≥ B
ii. B $ C => B > C
iii. D # C = D < C
Results in => A > C, B > D, A > D
From conclusions:
A $ D => A > D. II. C # A => C < A
Both the conclusions follows.
A $ B means A is neither equal to nor smaller then B.
A © B means A is not smaller than B.
A * B means A is neither greater than nor smaller than B.
A # B means A is neither greater nor equal to B.
A @ B means A is not greater than B.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
K @ L
L * M
M # N
Conclusions:
I. K @ M II. K # N
From statements:
i. K @ L => K ≤ L
ii. L * M => L = M
iii. M # N => M < N
Results in => K < N, L < N, K ≤ M
From conclusions:
I. K @ M => K ≤ M. II. K # N => K < N
Only conclusion I follows.
A $ B means A is neither equal to nor smaller then B.
A © B means A is not smaller than B.
A * B means A is neither greater than nor smaller than B.
A # B means A is neither greater nor equal to B.
A @ B means A is not greater than B.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
S © P
P * Q
Q # R
Conclusions:
I. S # R II. S © R
From statements:
i. S © P => S ≥ P
ii. P * Q => P = Q
iii. Q # R => Q < R
Results in => R > P, S > Q
From conclusions:
I. S # Q => S < Q. II. S © Q => S ≥ Q
Only conclusion II is true, and follows.
A $ B means A is neither equal to nor smaller then B.
A © B means A is not smaller than B.
A * B means A is neither greater than nor smaller than B.
A # B means A is neither greater nor equal to B.
A @ B means A is not greater than B.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is are definitely true.
Statements:
G $ H
H * J
H # K
Conclusions:
I. G # K II. G $ K
From statements:
i. G $ H => G > H
ii. H * J => H = J
iii. H # K => K < K
Results in => G > J, J < K
From conclusions:
I. G # K => G < K. II. G $ K => G > K
Relationship between G and K cannot be established.
Descriptions | Status |
---|---|
Attempted Questions | |
Un-Attempted Questions | |
Total Correct Answers | |
Total Wrong Answers |
Just register with us and participate on online test contest.
Register Now and Participate – It's Free.
First prize is Rs. 3000 and Second prize is Rs. 2000.