Coded Inequalities Questions for CAT with Answers PDF

So, the combined statement is:
P ≤ M = Q < H
Conclusions:
I. P ≤ Q is true
II. M < H is true
III. Q = P is not true
Only I and II are true.

The combined statement is:
S < A ≤ N ≤ X
Conclusions:
I. X ≤ A is not true.
II. S > N is not true.
III. S ≤ X is not true.
So, none is true.

The combined statement is:
M ≥ Q > F ≥ T
Conclusions:
I. F < M is true.
II. T ≥ Q is not true.
III. Q > T is true.
So, only I and III are true.

The combined statement is:
A ≤ Q < S ≤ Y
Conclusions:
I. A ≥ S is not true.
II. Y > Q is true.
III. A ≤ Y is not true.
So, only II is true.

The combined statement is:
A ≥ L ≤ M < T
I. A = M is not true
II. T > A is not true.
III. T > L is true.

Here, we can summarise the statements as follows:
A @ B means A > B
B % C means B = C
A $ D means A ≤ D
D @ E means D > E
Therefore, we get
E < D ≥ A > B = C
Now, the conclusions can be interpreted as follows:
I. A © C means A ≥ C; which is not true.
II. E @ C means E > C; which is not true.
III. E ® B means E < B; which is not true.
Here, we can see that none is true.

Here, we can summarise the statements as follows:
A $ C means A ≤ C
B © E means B ≥ E
A % B means A = B
E ® D means E < D
Therefore, we get
C ≥ A = B ≥ E < D

Now, the conclusions can be interpreted as follows:
I. C © B means C ≥ B; which is true.
II. B $ D means B ≤ D; which is not true.
III. C @ E means C > E; which is not true.
IV. A $ E means A ≤ E; which is not true.
Here, we can see that only I is true.

Here, we can summarise the statements as follows:
A % B means A = B
C @ E means C > E
D ® A means D < A
C $ B means C ≤ B
Therefore, we get
D < A = B ≥ C > E
Now, the conclusions can be interpreted as follows:
I. A % E means A = E; which is not true.
II. C @ D means C > D; which is not true.
III. D @ E means D > E; which is not true.
Here, we can see that none is true.

Here, we can summarise the statements as follows:
A @ B means A > B
E $ B means E ≤ B
C @ D means C > D
E % D means E = D
Therefore, we get
A > B ≥ E = D < C
Now, the conclusions can be interpreted as follows:
I. A @ E means A > E; which is true.
II. C © E means C ≥ E; which is not true as C > E.
III. A ® C means A < C; which is not true as relation cannot be established between A and C.
Here, we can see that only I is true.

Here, we can summarise the statements as follows:
A $ E means A ≤ E
B ® D means B < D
C @ E means C > E
D % A means D = A
Therefore, we get
B < D = A ≤ E < C
Now, the conclusions can be interpreted as follows:
I. B ® A means B < A; which is true.
II. A $ C means A ≤ C; which is not true as A < C.
III. D $ E means D ≤ E; which is true.
Here, we can see that only I and III are true.