X % Y means X is greater than Y.
X ^ Y means X is smaller than Y.
X # Y means X is greater or equal to Y.
X & Y means X is smaller or equal to Y.
X Â© T means X is equal to Y.
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
O Â© P
Conclusions:
I. N % P II. N # P
From statements:
i. M ^ N => M < N
ii. N # O => N â‰¥ O
iii. O Â© P => O = P
Results in => N â‰¥ P, M â‰¤ O
From conclusions:
I. N % P => N > P. II. N # P = N â‰¥ P
Only II follows.
X % Y means X is greater than Y.
X ^ Y means X is smaller than Y.
X # Y means X is greater or equal to Y.
X & Y means X is smaller or equal to Y.
X Â© T means X is equal to Y.
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:
D # E
E & F
F % G
Conclusions:
I. G ^ D II. F & D
From statements:
i. D # E => D â‰¥ E
ii. E & F => E > F
iii. F % G => F > G
Results in => D> F, D > G, E > G
From conclusions:
I. G ^ D => G < D. II. F & D => F â‰¤ D
Only I follows.
X % Y means X is greater than Y.
X ^ Y means X is smaller than Y.
X # Y means X is greater or equal to Y.
X & Y means X is smaller or equal to Y.
X Â© T means X is equal to Y.
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
C # C
Conclusions:
I. A % C II. C % A
From statements:
i. A & B => A â‰¤ B
ii. B # C => B â‰¥ C
iii. C # D => C â‰¥ D
Results in => B â‰¥ D, A â‰¤ C
From conclusions:
I. A % C => A > C. II. C % A => C > A
Neither of the conclusions follows.
X % Y means X is greater than Y.
X ^ Y means X is smaller than Y.
X # Y means X is greater or equal to Y.
X & Y means X is smaller or equal to Y.
X Â© T means X is equal to Y.
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:
P & Q
Q Â© R
R & S
Conclusions:
I. P Â© S II. P & S
From statements:
i. P & Q => P â‰¤ Q
ii. Q Â© R => Q = R
iii. R & S => R â‰¤ S
Results in => P â‰¤ R, P â‰¤ S, Q â‰¤ S
From conclusions:
I. P Â© S => P = S. II. P & S => P â‰¤ S
Only II follows.
X % Y means X is greater than Y.
X ^ Y means X is smaller than Y.
X # Y means X is greater or equal to Y.
X & Y means X is smaller or equal to Y.
X Â© T means X is equal to Y.
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 % K
K & L
Conclusions:
I. L % G Â Â II. H Â© L
From statements:
i. G ^ H => G < H
ii. H % K => H > K
iii. K & L => K â‰¤ L
Results in => G < L
From conclusions:
I. L % G => L > G. Â II. H Â© L => H = L
Only I follows.
P * Q means P is greater than or equal to Q.
P Â© Q means P is neither equal to nor smaller than Q.
P ? Q means P is neither equal to nor greater than Q.
P & Q means P is neither greater nor smaller than Q.
P # Q means P is either smaller or equal to 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 Â© B
B # C
C * D
Conclusions:
I. A # D II. A ? D
From statements:
i. A Â© B = A > B
ii. B # C => B â‰¤ C
iii. C * D => C â‰¥ D
Results in => No relationship can be established
From conclusions:
I. A # D = A â‰¤ D. II. A ? D = A = D
Neither of statements follows.
P * Q means P is greater than or equal to Q.
P Â© Q means P is neither equal to nor smaller than Q.
P ? Q means P is neither equal to nor greater than Q.
P & Q means P is neither greater nor smaller than Q.
P # Q means P is either smaller or equal to 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
O & P
Conclusions:
I. P ? N II. P # N
From statements:
i. M ? N => M < N
ii. N * O => N â‰¥ O
iii. O & P = O = P
Results in => N â‰¥ P
From conclusions:
I. P ? N => P < N. II. P # N => P â‰¤ N
Only II follows.
P * Q means P is greater than or equal to Q.
P Â© Q means P is neither equal to nor smaller than Q.
P ? Q means P is neither equal to nor greater than Q.
P & Q means P is neither greater nor smaller than Q.
P # Q means P is either smaller or equal to 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:
E # F
F ? G
G * H
Conclusions:
I. F Â© H II. G Â© E
From statements:
i. E # F => E â‰¤ F
ii. F ? G => F < G
iii. G * H => G â‰¥ H
Results in => E < G
From conclusions:
I. F Â© H => F > H. II. G Â© E => G > E .... True
Only II follows.
P * Q means P is greater than or equal to Q.
P Â© Q means P is neither equal to nor smaller than Q.
P ? Q means P is neither equal to nor greater than Q.
P & Q means P is neither greater nor smaller than Q.
P # Q means P is either smaller or equal to 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:
P Â© Q
Q # R
R & R
Conclusions:
I. P * S II. P # S
From statements:
i. P Â© Q => P > Q
ii. Q # R => Q â‰¤ R
iii. R & S => R = S
Results in => Q â‰¤ S
From conclusions:
I. P * S => P â‰¥ S. II. P # S => P â‰¤ S
Both the statements are true.
P * Q means P is greater than or equal to Q.
P Â© Q means P is neither equal to nor smaller than Q.
P ? Q means P is neither equal to nor greater than Q.
P & Q means P is neither greater nor smaller than Q.
P # Q means P is either smaller or equal to 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:
T * S
S Â© Q
Q # R
Conclusions:
I. Q Â© T II. Q ? T
From statements:
i. T * D => T â‰¥ S
ii. S Â© Q => S > Q
iii. Q # R => Q â‰¤ R
Results in => T > Q
From conclusions:
I. Q Â© T = > Q > T. II. Q ? T => Q < T ... True
Only II follows.
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