Hello Aspirants. Welcome to Online Reasoning Section in AffairsCloud.com. Here we are creating question sample in coded **Inequalities**, which is common for all the competitive exams. We have included Some questions that are repeatedly asked in bank exams !!

Questions penned by Yogit

**Direction: Q(1 – 5)**

‘A @ B’ means A Is not smaller than B

‘A # B’ means A is neither smaller than nor equal to B

‘A % B’ means A is neither smaller than nor greater than B

‘A $ B’ means A is not greater than B

‘A * B’ means A is neither greater than nor equal to B

**Statements: –**[email protected], Q#R, R%S

**Conclusions: –**1) P#R 2) Q#S

1) If only conclusion 1 is true

2) If only conclusion 2 is true

3) If either conclusion 1 or 2 is true

4) If neither conclusion 1 nor 2 is true

5) If both conclusions 1 and 2 are trueAnswer –**5) If both conclusions 1 and 2 are true**

**Explanation :**

P>=Q>R=S (Both conclusion directly follows)**Statements:**– P $ Q, Q * R, R % S, S#T

**Conclusions:**– 1) Q#T 2) [email protected]

1) If only conclusion 1 is true

2) If only conclusion 2 is true

3) If either conclusion 1 or 2 is true

4) If neither conclusion 1 nor 2 is true

5) If both conclusions 1 and 2 are trueAnswer –**4) If neither conclusion 1 nor 2 is true**

**Explanation :**

P<=Q<R=S>T (we can’t say anything about Q and T and Clearly R is always greater than P)**Statements:-**P * Q, Q # K, K $ J, J % T

**Conclusions:**– 1) [email protected] 2) P#K

1) If only conclusion 1 is true

2) If only conclusion 2 is true

3) If either conclusion 1 or 2 is true

4) If neither conclusion 1 nor 2 is true

5) If both conclusions 1 and 2 are trueAnswer –**1) If only conclusion 1 is true**

**Explanation :**

P<Q>K<=J=T (First conclusion directly follows while for second conclusion we can’t say anything)**Statements: –**P $ W, W % X, X @ K, K*L

**Conclusions:**– 1) [email protected] 2) X*L

1) If only conclusion 1 is true

2) If only conclusion 2 is true

3) If either conclusion 1 or 2 is true

4) If neither conclusion 1 nor 2 is true

5) If both conclusions 1 and 2 are trueAnswer –**3) If either conclusion 1 or 2 is true**

**Explanation :**

P <= W = X >= K < L (X will be either greater than or equal to or smaller than L)**Statements:**– P $ Q, Q % R, R * S, S # T

**Conclusions: –**1) R # T 2) P*S

1) If only conclusion 1 is true

2) If only conclusion 2 is true

3) If either conclusion 1 or 2 is true

4) If neither conclusion 1 nor 2 is true

5) If both conclusions 1 and 2 are trueAnswer –**2) If only conclusion 2 is true**

**Explanation :**

P <= Q = R< S >T (clearly S is greater than P)

**Direction: Q(6 – 8)**

P % Q means P is not greater than Q

P δ Q means P is neither greater nor smaller than Q

P # Q means P is neither greater nor equal to Q

P $ Q means P is not smaller than Q

P @ Q means P is neither smaller nor equal to Q

**Statements:**– P $ Q, Q @R, R δ T

**Conclusions:**– 1) P @T 2) Q δ T 3) T % Q

1) only one follow

2) only two follow

3) only three follow

4) 1 and 2 follow

5) None of theseAnswer –**1) only one follow**

**Explanation :**

P>=Q>R=T (first directly follows)**Statements:**– [email protected], D%F, F$C

**Conclusions: –**1) [email protected] 2) CδD 3) C%B

1) only 1 follow

2) only 2 follow

3) either 1 or 3 follow

4)Both 1 and 2 follow

5) none followAnswer –**5) none follow**

**Explanation :**

B>D<=F>C (none follow)**Statements:**– AδB, B$C, C%D

**Conclusions:**-1) [email protected] 2) DδA 3) A$C

1) Only 1 follow

2) only 2 follow

3) only 3 follow

4) All follows

5) None followAnswer –**3) only 3 follow**

**Explanation :**

A = B >= C <=D (clearly A>=C)**What should be come in the place of question mark to make P always greater than R in the expression P>Q?R<=S=T.**

1) =

2) >

3) <

4) <=

5) Both a and bAnswer –**e) Both a and b**

**Explanation :**

P>Q=R<=S=T and P>Q**>**R<=S=T**Which of the following should be place in the blank spaces of the expression P_Q_R_S_T from left to right in order to make P>Q and R>T always true.**

1) >, <, >, >=

2) >, >, >=, <

3) >, >=, =, <

4) >, =, <, =

5) None of theseAnswer –**1) >, <, >, >=**

**Explanation :**

P>Q<R>S>=T (P>Q and R>T always follow)

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